This is the sixty-ninth article in the X-Planes series, following the X-1, the X-2, the X-3, the X-4, the X-5, the X-6, the X-7, the X-8, the X-9, the X-10, the X-11, the X-12, the X-13, the X-14, the X-15, the X-16, the X-17, the X-18, the X-19, the X-20, the X-21, the X-22, the X-23, the X-24, the X-25, the X-26, the X-27, the X-28, the X-29, the X-30, the X-31, the X-32, the X-33, the X-34, the X-35, the X-36, the X-37, the X-38, the X-39, the X-40, the X-41, the X-42, the X-43, the X-44, the X-45, the X-46, the X-47, the X-48, the X-49, the X-50, the X-51, the X-52, the X-53, the X-54, the X-55, the X-56, the X-57, the X-58, the X-59, the X-60, the X-61, the X-62, the X-63, the X-64, the X-65, the X-66, and the X-67.

Every official word about this aeroplane is an item of bookkeeping, a date, a maker, an engine, a sponsor, and one name. What the aircraft is for has no official word at all.

The X-68A was allocated on 20 August 2025 to General Atomics, with an engine cell reading 1 Williams WJ38-15, a sponsor cell reading DARPA, the Defense Advanced Research Projects Agency, and a description that the register, which Andreas Parsch compiles from data the Department of Defense has released, marks as only partly official [Parsch, DOD 4120.15-L Addendum]. That row was not public on this article’s date. The register’s page as archived on 10 December 2025 and on 15 January 2026 ends its research rows at the X-66A, and the page as archived on 1 February 2026 carries the X-68A row, so the row first appeared between 15 January and 1 February 2026 [Parsch, DOD 4120.15-L Addendum, as archived on 10 December 2025] [Parsch, DOD 4120.15-L Addendum, as archived on 15 January 2026] [Parsch, DOD 4120.15-L Addendum, as archived on 1 February 2026]. It is quoted here from the copy the compiler last updated on 23 August 2026, and the Statements in This Article That Postdate Its Own Date section records it.

Longshot; Experimental air-launched UCAV for air-to-air engagements.

The name is official wording and the sentence after it is the compiler’s, whose UCAV abbreviates unmanned combat air vehicle. That distinction is visible in the register’s markup, and the second section below takes it up. The row’s other cells carry no mark and are official data by the register’s scheme, so what the Department has released is the allocation’s bookkeeping and the name, and the mission statement a reader would naturally take as the government’s description of the aircraft is not one.

The programme behind the designation is LongShot, a Defense Advanced Research Projects Agency effort to fly an unmanned air vehicle that is itself launched from an aeroplane and that carries and fires air-to-air missiles [DARPA LongShot programme]. The research question is not the range benefit, which is arithmetic. It is whether a vehicle that small can release a missile that large and still fly, and the government has said so in the same sentence in four consecutive budget justification books published before this article’s date, and in a fifth published after it [DARPA PB2023 justification] [DARPA PB2027 justification].

This article is the other side of an event the X-67 article described. That article asked why the research series skipped the number 67, and its answer turned on this allocation having been approved when both computable readings of the governing instruction gave 67 rather than 68. The X-68A is the allocation that closed the X-67, and the three readings of why the government issued 68 belong to that article.

The Research Question

The binding unknown is a mass ratio, and the government named it.

Four budget justification books running, the President’s Budget books PB2023 through PB2026, carry the same sentence in the LongShot entry, and the fifth book, which falls outside this article’s date, carries it too [DARPA PB2023 justification] [DARPA PB2024 justification] [DARPA PB2025 justification] [DARPA PB2026 justification].

This program will address the stability and control challenges of launching air-to-air missiles from a relatively small UAV in an operational environment.

That sentence is the keystone and the rest of the entry is the motivation. The motivation is that a slower air-breathing vehicle can carry a missile a long way more cheaply than the missile can carry itself, so the missile arrives at its launch point with its propellant unspent [DARPA PB2023 justification]. The arithmetic of that claim is worked below and is not in doubt. What is in doubt is whether the vehicle survives the launch.

Why the Ratio Is the Problem Rather Than the Missile

A fighter releasing an air-to-air missile sheds a small fraction of itself. An aircraft of this class releasing the same missile sheds a large one, and every consequence of a release scales with that fraction rather than with the missile’s absolute mass.

Writing $m_s$ for the mass of the store released and $m_0$ for the mass of the vehicle immediately before release, the keystone parameter is their ratio.

\[\mu \;=\; \frac{m_s}{m_0} \tag{1}\]

At a fighter’s mass fraction every consequence below is negligible and at this vehicle’s it is not. An F-15E at the midpoint between the weight and the maximum take-off weight its service fact sheet states, which is 26,875 kilograms, releasing one missile of 161.5 kilograms, gives a $\mu$ of 0.601 percent [F-15E fact sheet] [AIM-120 AMRAAM]. A vehicle of 1,800 kilograms releasing two of them gives 17.94 percent. The ratio between those two figures is 30. Subscripts $f$ and $v$ mark the fighter and this vehicle.

\[\mu_f \;=\; \frac{161.5\ \text{kg}}{26{,}875\ \text{kg}} \;=\; 0.00601, \qquad \mu_v \;=\; \frac{2 \times 161.5\ \text{kg}}{1{,}800\ \text{kg}} \;=\; 0.1794, \qquad \frac{\mu_v}{\mu_f} \;=\; 29.9 \;\approx\; 30 \tag{2}\]

The fact sheet’s figures are 37,500 and 81,000 pounds, converted here at the exact definition of the pound, because the sheet’s metric conversion of its take-off weight is wrong. It prints 36,450 kilograms where 81,000 pounds is 36,741.0, a difference of 291 kilograms, and a document that converts its own headline figure incorrectly is quoted here by its pounds. The sheet is read from a public archive snapshot because the service’s site refuses every client, and that copy is current as of April 2019 [F-15E fact sheet]. At the exact definition of 0.45359237 kilograms to the pound, the conversion and the midpoint are

\[\begin{aligned} 37{,}500\ \text{lb} \times 0.45359237\ \tfrac{\text{kg}}{\text{lb}} &\;=\; 17{,}009.7\ \text{kg}, \qquad 81{,}000\ \text{lb} \times 0.45359237\ \tfrac{\text{kg}}{\text{lb}} \;=\; 36{,}741.0\ \text{kg}, \\ \tfrac12\,(17{,}009.7 + 36{,}741.0)\ \text{kg} &\;=\; 26{,}875\ \text{kg}, \qquad 36{,}741.0\ \text{kg} - 36{,}450\ \text{kg} \;=\; 291\ \text{kg}. \end{aligned} \tag{3}\]

The missile’s mass is variant-dependent and the choice is stated. The service’s fact sheet for the missile gives a launch weight of 335 pounds [AIM-120 fact sheet], and its metric conversion is also wrong, printing 150.75 kilograms where 335 pounds is 151.95. The current heavy variant is given as 161.5 kilograms [AIM-120 AMRAAM], and this article models with the heavier figure because a programme flying in 2026 carries current missiles. Every mass fraction here scales linearly in that choice, so a reader preferring the baseline figure may scale each by the ratio of the two masses, which removes about 5.9 percent, and no conclusion moves.

\[335\ \text{lb} \times 0.45359237\ \tfrac{\text{kg}}{\text{lb}} \;=\; 151.95\ \text{kg}, \qquad \frac{151.95\ \text{kg}}{161.5\ \text{kg}} \;=\; 0.941 \tag{4}\]

That factor describes the two launchers alone, because the missile’s mass cancels out of it. Dividing the two definitions gives the identity below, from which the missile has dropped out.

\[\frac{\mu_v}{\mu_f} \;=\; \frac{n\, m_s / m_{0,v}}{m_s / m_{0,f}} \;=\; n\, \frac{m_{0,f}}{m_{0,v}} \tag{5}\]

Two missiles and a launcher mass ratio of about fifteen give 30, the same number, reached by cancellation where the display above reached it by substitution. Any missile carried by both aircraft produces the same factor.

That factor of 30 is the research question. It turns a problem that is negligible at a fighter’s mass fraction into the thing a demonstrator is built to retire.

The Quantity That Makes It Worse Than Linear

The consequences of a release are not proportional to $\mu$. They are proportional to an amplification of it, because the vehicle that must absorb the change is the vehicle that remains after the store has gone.

\[\alpha \;=\; \frac{\mu}{1 - \mu} \tag{6}\]

At small $\mu$ the amplification is indistinguishable from $\mu$ and at large $\mu$ it diverges, and its rate of divergence takes one line. Differentiating gives

\[\frac{d\alpha}{d\mu} \;=\; \frac{1}{(1-\mu)^2} \tag{7}\]

so the amplification grows at 1.012 times the mass fraction’s rate at the fighter’s operating point and at 1.485 times at this vehicle’s. The fighter lives where the relation is effectively linear. This vehicle lives where every further kilogram of store costs half again its proportional share.

At the operating points themselves the divergence reads as follows. A fighter’s $\mu$ of 0.601 percent amplifies to 0.605 percent, a change in the third significant figure. This vehicle’s 17.94 percent amplifies to 21.87 percent, and a vehicle releasing half its mass would see its centre of gravity move by the whole store arm, since $\alpha$ reaches one there. Because $\alpha = m_s / m_1$, each value follows from the masses directly.

\[\alpha_f \;=\; \frac{161.5\ \text{kg}}{26{,}875\ \text{kg} - 161.5\ \text{kg}} \;=\; 0.00605, \qquad \alpha_v \;=\; \frac{323\ \text{kg}}{1{,}800\ \text{kg} - 323\ \text{kg}} \;=\; 0.2187, \qquad \alpha\big|_{\mu = 0.5} \;=\; \frac{0.5}{1 - 0.5} \;=\; 1 \tag{8}\]

Nothing about this aircraft’s mass, span, wing area or internal geometry is published, so $\mu$ cannot be stated. It is swept, and so is every quantity that depends on the vehicle’s dimensions. The sweep runs from 1,000 to 3,000 kilograms, which gives $\mu$ from 32.3 percent down to 10.8 percent for a pair of missiles, and the brackets are justified under Dependent Systems from the one published anchor this aircraft has.

\[\mu\big|_{m_0 = 1{,}000\ \text{kg}} \;=\; \frac{323\ \text{kg}}{1{,}000\ \text{kg}} \;=\; 0.323, \qquad \mu\big|_{m_0 = 3{,}000\ \text{kg}} \;=\; \frac{323\ \text{kg}}{3{,}000\ \text{kg}} \;=\; 0.108 \tag{9}\]

The Register Row, and the One Official Word in Its Description

The register marks the reliability of its entries, and this row is marked in a way no other research row is.

The addendum to the Department of Defense list of model designations, which Andreas Parsch compiles, records allocations from 19 August 1998 onward and explains in its front matter why it exists. No updated edition was published for almost six years after October 1998, the compiler requested the new assignments under the Freedom of Information Act, and the list has been maintained since [Parsch, DOD 4120.15-L Addendum]. The compiler further records that for designations assigned after October 2018 no complete official data is available, that the official description is no longer releasable to the public, and that wording which is not official Department text is therefore marked as such.

That mark sits at three levels and the three mean different things. A mark on the whole row says the allocation itself is absent from officially released data. A mark on the description cell means the allocation is official and the stated purpose is the compiler’s. A mark on a span inside the description indicates that part of the description is official wording and part is not.

State What the mark says Rows
Official Every field is from Department records 436
Unofficial description The allocation is official and the stated purpose is the compiler’s 70
Partly unofficial description Part of the description is official wording and part is not 17
Unofficial row The allocation itself is absent from officially released data 16

So 103 of the 539 rows carry a mark of some kind. The counts are taken from the register as it stood on 18 October 2026, in the edition the compiler last updated on 23 August 2026, and every row of its tables is counted, including 7 whose designation cell is irregular, such as C-130J(CC-130J) and AGM-158B-2. The X-67 article states the same partition over the same 539 rows, and 5 of the 103 marks fall on the 7 irregular rows. The register current on this article’s date was smaller. The compiler’s update of 11 August 2025, as archived on 10 December 2025, held 526 rows and lacked the X-68A row and fourteen other later rows [Parsch, DOD 4120.15-L Addendum, as archived on 10 December 2025]. Under that version 94 rows carried a mark, being 65 unofficial descriptions, 12 partly unofficial descriptions and 17 unofficial rows against 432 official rows, and no research row carried a span-level mark. DARPA sponsored 6 rows, 3 of them research allocations and 2 of those among the 6 research rows dated in full from June 2019, Williams was named in 13 engine cells, 3 of them on research rows, and General Atomics held 14 rows, 10 of them unmanned allocations and none a research allocation. Every count below that involves the X-68A or the X-76A is a count over the later copy.

The X-68A Is the Only Research Row Marked at the Span Level

17 rows in the register carry a span-level mark and exactly 1 of them is a research allocation. The other 16 are a fighter, two light attack aircraft, two trainers, three helicopters, an airborne communications aircraft, an unmanned tanker, an assault aircraft prototype and five missiles. Each of them follows the same pattern, and once seen it explains the mark entirely. The popular name is official and the sentence explaining the aircraft is not. [Parsch, DOD 4120.15-L Addendum]

The row’s description is built as the name, then a separator, then a marked span.

<i>Longshot</i>; <span class="not-from-dod-records">Experimental air-launched UCAV
for air-to-air engagements.</span>

The Department has released the name and has not released the mission. A reader taking Longshot; Experimental air-launched UCAV for air-to-air engagements. as the government’s description of this aircraft would be taking the compiler’s sentence as the government’s, and the register is careful to prevent exactly that. The phrase air-launched UCAV for air-to-air engagements is a competent and almost certainly accurate summary. It is not an official one.

This is the sharpest available statement of how thin the official record is. The budget justification books describe the programme at length and they describe a programme rather than an aircraft. The designation register names the aircraft and describes it only through a compiler’s inference. No public Department document read for this article states what the X-68A is.

Rows Marked at the Row Level Carry No Full Date

16 rows carry the row-level mark and 0 of them carries a full date. That is not a coincidence. Once stated, it comes close to a tautology. A row whose allocation is absent from officially released data has no officially released allocation date either, so the compiler enters a year, a month and a year, or nothing.

The implication runs one way only. Every row-marked row has a partial date, and plenty of partially dated rows carry no row-level mark, so the two sets are nested and not equal.

The consequence is a trap for anyone counting the register. A count restricted to rows whose date parses, as any ordering of allocations in time must be, silently removes every row-level mark from any officiality count that uses it. The count then reports zero marks of a kind the document plainly carries, and reports it with no warning of any sort. The figures above are computed over all 539 rows for that reason.

The Register Spells the Name Differently

The register prints the name as Longshot. The sponsoring agency and the contractor both write it LongShot, with an internal capital, in their announcements [DARPA LongShot programme] [General Atomics on the X-68A]. The difference is trivial. It is recorded because the register is the only document that gives the name official standing, and the form it gives official standing to is the one nobody else uses.

Programme Origin From the Award Record

Five awards in the federal award record carry this programme [USAspending federal award record], and together they record things no press item reports. The X-65 article finds the same of the award record for its programme.

Instrument Recipient Amount Period Offers Category
N6523620F3033 Schafer Government Services 4,804,365.57 2020-08-07 to 2024-08-31 2 Engineering support
HR001121C0025 Northrop Grumman 3,042,366.00 2021-01-04 to 2021-09-09 36 Basic research
HR001121C0023 General Atomics 30,709,295.00 2021-02-12 to 2024-10-31 5 Experimental development
HR001121C0024 Lockheed Martin 7,828,723.00 2021-03-04 to 2022-06-26 5 Experimental development
HR001123C0087 General Atomics 101,920,961.08 2023-06-30 to 2026-12-31 1 Experimental development

The total is 148,305,710.65 dollars. Every instrument is cost plus fixed fee. The four awarded by the sponsoring agency all cite solicitation HR001120S0037, so one broad agency announcement covers the early work and the demonstration phase alike [USAspending federal award record].

The Sponsor Holds Five Research Rows and Four Are Recent

DARPA appears in the sponsor cell of 8 rows in the register and 5 of them are research allocations, being the X-50A, the X-61A, the X-65A, the X-68A and the X-76A. 4 of those five are among the 8 research rows with a full allocation date from June 2019 onward, so an agency sponsoring five of the register’s 31 research rows overall, which is about a sixth, holds half of the recent ones. The X-56B row, dated only as 2019 with a query, is left out of that count because its place in the year is unknown, and with it counted the share is 4 of 9. The designation series’ present tempo is substantially this one sponsor’s, which is context for the register-wide statements the X-67 article made about allocation cadence [Parsch, DOD 4120.15-L Addendum].

The First Instrument Is a Navy Support Contract

N6523620F3033 begins 150 days before the earliest of the three development awards. It is awarded by a Navy information warfare office, it cites a Navy solicitation where the other four awards cite the programme’s broad agency announcement, and its product code is professional engineering support, a category outside research and development [USAspending federal award record].

So the programme was buying engineering support five months before it was buying designs. That ordering is in the record and is not in any account of the programme this article found.

The Three Early Awards Are Not Three of a Kind

One of the three is categorised as basic research and the other two as experimental development. Northrop Grumman’s instrument carries product code AC11, which the record glosses as basic research, and it runs 248 days. General Atomics’ and Lockheed Martin’s carry AC13, experimental development, and run 1,357 and 479 days respectively [USAspending federal award record].

The obligated amounts differ by much more than the categories suggest. General Atomics took 3.9 times Lockheed Martin’s amount and 10.1 times Northrop Grumman’s, for a three-award total of 41,580,384.00 dollars [USAspending federal award record]. This was not three firms doing the same work at the same scale.

The competition fields are not uniform either, which is easy to get wrong. Northrop Grumman’s action records 36 offers received under full and open competition. General Atomics’ and Lockheed Martin’s each record 5 offers under full and open competition after exclusion of sources [USAspending federal award record]. These are different procurement postures recorded on actions awarded within two months of one another, and this article states the fields as the record carries them and infers no selection mechanism from them, because the mechanism is not in the record.

General Atomics’ Early Instrument Outlives the Programme Phase It Belongs To

HR001121C0023 runs to 2024-10-31, which is 1,357 days, against Lockheed Martin’s 479 and Northrop Grumman’s 248. It therefore remains open for well over a year after the demonstration award of 2023-06-30 begins. Two instruments with the same recipient and the same programme overlap for that period, which the record shows and does not explain [USAspending federal award record].

The Demonstration Award Against the Press Figure

The record gives HR001123C0087 as 101,920,961.08 dollars with a period of performance ending 2026-12-31 and 1 offer received [USAspending federal award record]. Press accounts of this award report a figure of 94 million dollars [DefenseScoop on LongShot Phase 3]. The record’s figure is higher, and the difference is consistent with the press having reported an initial obligation while the record carries the current total, but this article has not read a document that says so and therefore does not assert it.

The period of performance ends in the quarter of the earliest flight test date the agency has given. It ends 2026-12-31, and the sponsoring agency has said the flight test campaign may begin as early as the end of 2026 [DARPA on the X-68A]. That campaign and that statement both postdate this article’s date and are treated accordingly below.

What the Award Record Does Not Account For

The award record’s 148,305,710.65 dollars is about 72 percent of the 205.740 million dollars the budget books report for fiscal years 2021 through 2025. That total is the largest figure the funding table below gives for each of those five years, and the share follows from it.

\[24.000 + 36.000 + 36.000 + 45.527 + 64.213 \;=\; 205.740, \qquad \frac{148.306\ \text{million dollars}}{205.740\ \text{million dollars}} \;=\; 0.721 \tag{10}\]

The remainder is not accounted for by any award in the record that carries this programme. It may include government labour, test facilities and work bought through instruments that do not name the programme, and which of these applies is not recorded. A programme’s cost is not its contracts and the two records are not substitutes for one another.

The Solicitation Was Not Read

HR001120S0037 is named by four awards and this article has not read it. The federal opportunity portal serves a single-page application whose content is not in the delivered document, the public web archive holds no snapshot of the announcement, and the sponsoring agency’s site returns a not-found response for it. Its address in the portal is nonetheless real and is cited as an address [Solicitation HR001120S0037], so that a reader with a session can reach what this article could not, and no claim here depends on the announcement’s content.

Two Names Appear as Programme Manager

The sponsoring agency’s programme page names one person and its later announcement names another. The programme page gives Shawn Naigle of the Tactical Technology Office [DARPA LongShot programme]. The announcement of February 2026 quotes Colonel John Casey as LongShot programme manager [DARPA on the X-68A]. This article reports both with their sources and does not resolve which is current, since a programme running six years may simply have had two.

What Seven Budget Books Said About the Concept

The programme’s description in the budget justification books is boilerplate that is rewritten when the concept changes, so diffing it across books dates the change without any press item at all. Seven books carry a LongShot entry, from the book of February 2020 to the book of April 2026, and they carry six distinct descriptions between them [DARPA PB2021 justification] [DARPA PB2027 justification].

The Programme Began as a Weapon System

The first two books describe a munition. PB2021 and PB2022 both open the entry the same way [DARPA PB2021 justification] [DARPA PB2022 justification].

The goal of the LongShot program is to develop and flight demonstrate a weapon system using multi-mode propulsion that significantly increases engagement range and weapon effectiveness against adversary air threats. LongShot will explore new engagement concepts for multi-modal, multi-kill systems that can engage more than one target.

Three phrases in that passage do not survive into the later books. It is a weapon system rather than an air vehicle, its propulsion is multi-mode, and it is multi-kill. Both books also spell out the benefit in two numbered parts, and those two parts are the quantitative claims this article works through below [DARPA PB2021 justification] [DARPA PB2022 justification].

First, the weapon system will have a much-increased range over their legacy counterparts for transit to an engagement zone. Second, launching air-to-air missiles closer to the adversary increases energy in terminal flight, reduces reaction time, and increases probability of kill.

The Concept Changed Once, in a Window of 11 Months

PB2023 and PB2024 open the entry differently [DARPA PB2023 justification] [DARPA PB2024 justification].

The LongShot program is developing and flight demonstrating an air-launched Unmanned Aerial Vehicle (UAV) capable of engaging multiple adversary targets from standoff ranges using existing air-to-air missiles.

Four things changed at once. The weapon system became an unmanned air vehicle. Multi-mode propulsion disappeared and has not returned. The missiles became existing missiles, and that word marks what the programme will not develop. And the keystone sentence appeared. [DARPA PB2022 justification] [DARPA PB2023 justification]

The change is bounded by the two book dates and the window is 11 months, from the book of May 2021 to the book of April 2022. That is as tight a dating as the budget record can give, and it required no press item to reach.

The Award Record Corroborates the Change Independently

One contract description preserves the original concept in the government’s words and is dated by its award. Northrop Grumman’s instrument of 2021-01-04 carries this as its description of the programme [USAspending federal award record].

LONGSHOT, THE LONGSHOT PROGRAM WILL DEMONSTRATE THE USE OF MULTIPLE MODES OF PROPULSION TO ACHIEVE OPTIMAL LONG-RANGE AIR-TO-AIR WEAPONS EMPLOYMENT.

Multiple modes of propulsion, in a contract file, from January 2021. The budget books and the award record are separate systems maintained by separate offices for separate purposes, and they agree on what this programme was at the start. Agreement between two independent systems is corroboration.

And the engine is the physical trace of the change. A vehicle whose concept is multi-mode propulsion does not fly on one cruise-missile engine. The engine in the register’s cell is single mode, and this article takes that as the strongest available evidence that the change in the books was a change in the aircraft and not in the prose describing it.

The Later Changes Are Matters of Vocabulary

Three further versions follow and none of them changes the aircraft. The book after PB2023 and PB2024 drops the expansion of unmanned air vehicle from the opening sentence and says an air-launched system. The next replaces a relatively small UAV with a relatively small uninhabited system in the keystone sentence. The last replaces which provides with providing [DARPA PB2025 justification] [DARPA PB2026 justification] [DARPA PB2027 justification].

The first two remove first the expansion of the word unmanned and then the word itself, and the third is copy editing. A reader diffing these books without separating concept from vocabulary would count five changes where there was one, and this article identifies which is which.

The Funding Line Reports One Year Three Ways

A budget book states a request for its budget year and figures for the two years before it, so a fiscal year appears in up to three books and can appear with three different figures. Reading only the latest book hides every restatement.

Fiscal year Figures the books give Spread As a share of the lowest
2021 22.000, 24.000 2.000 9.1 percent
2022 36.000 in three books 0 0 percent
2023 36.000 in three books 0 0 percent
2024 41.038, 44.038, 45.527 4.489 10.9 percent
2025 36.742, 54.166, 64.213 27.471 74.8 percent
2026 52.660, 76.900 24.240 46.0 percent

4 fiscal years are restated and 2 are not. The stable pair, FY2022 and FY2023 in the books’ abbreviation for fiscal year, each hold 36.000 million dollars across three books without moving. Their stability establishes that the restatements elsewhere are not an artefact of how the books are compiled [DARPA PB2023 justification] [DARPA PB2024 justification] [DARPA PB2025 justification].

The largest restatement is fiscal year 2025, which grew 74.8 percent above its own request, from 36.742 million dollars to 64.213 million [DARPA PB2025 justification] [DARPA PB2026 justification] [DARPA PB2027 justification], and every share in the table’s last column is the spread over the lowest figure in the same way.

\[\frac{64.213 - 36.742}{36.742} \;=\; \frac{27.471}{36.742} \;=\; 0.748 \tag{11}\]

A request that grew by three quarters in execution is consistent with a programme being accelerated, and the books do not say why or by whom.

The Programme Moved Programme Elements

The line did not stay where it started. Through the book of February 2020 and five books after it the entry sits in programme element 0603286E, Advanced Aerospace Systems, project AIR-01. From fiscal year 2026 it sits in programme element 0603468E, Advanced Complex Systems, project ACX-01, and each book from that point carries the migration in a dedicated sentence [DARPA PB2021 justification] [DARPA PB2026 justification].

Beginning in FY 2026, this program will be funded in PE 0603468E, Project ACX-01.

The migration matters to anyone reconstructing the funding history, because a search of the old programme element after fiscal year 2026 finds the programme named and funded at nothing [DARPA PB2027 justification]. The X-65 article met the same structure in the same programme element and recorded it for the same reason.

The project identifier must be read from that sentence and not from the page. The books print a shared footer, and a reader taking the nearest project identifier on the page takes a neighbouring programme’s.

Sizing From First Principles

The Symbols This Article Uses

Symbol Meaning Unit
$m_s$ Mass of the store released kg
$m_0$ Mass of the vehicle immediately before release kg
$m_1$ Mass of the vehicle immediately after release kg
$\mu$ Store mass fraction, the keystone dimensionless
$\alpha$ Release amplification factor $\mu/(1-\mu)$ dimensionless
$n$ Number of stores carried dimensionless
$n_z$ Load factor at release, lift divided by weight dimensionless
$x$ Longitudinal station, measured positive aft m
$x_s$ Station of the store’s centre of mass m
$x_{cg}$ Station of the vehicle’s centre of gravity m
$x_{np}$ Station of the vehicle’s neutral point m
$d_s$ Store arm, $x_s - x_{cg}$, positive for a store aft of the centre of gravity m
$\Delta x$ Shift in the centre of gravity caused by the release m
$\bar c$ Mean aerodynamic chord m
$K$ Static margin, $(x_{np}-x_{cg})/\bar c$ dimensionless
$b$ Wing span m
$y_s$ Spanwise station of the store m
$S$ Reference area m²
$\rho$ Air density kg m⁻³
$V$ True airspeed m s⁻¹
$a$ Speed of sound m s⁻¹
$q$ Dynamic pressure, $\tfrac12\rho V^2$ Pa
$C_L$ Lift coefficient dimensionless
$C_m$ Pitching moment coefficient dimensionless
$C_{m\delta}$ Pitching moment per radian of longitudinal control rad⁻¹
$C_{l\delta}$ Rolling moment per radian of lateral control rad⁻¹
$\delta$ Control deflection rad
$I_y$ Pitch moment of inertia kg m²
$I_s$ Store’s moment of inertia about its own centre of mass kg m²
$v_e$ Velocity imparted to the store by the ejector m s⁻¹
$\Delta V_r$ Vehicle’s recoil velocity m s⁻¹
$F_e$ Ejector force N
$\tau$ Ejector stroke duration s
$\dot\theta$ Pitch rate rad s⁻¹
$g_0$ Standard gravity, 9.80665 by definition m s⁻²
$c_T$ Thrust specific fuel consumption kg N⁻¹ s⁻¹
$I_{sp}$ Specific impulse s
$\Lambda$ Ratio of air-breathing to rocket specific impulse dimensionless
$L/D$ Lift to drag ratio in cruise dimensionless
$\zeta$ Fuel mass fraction dimensionless
$R_c$ Range flown by the carrier vehicle m
$R_m$ Range flown by the missile under its own power m
$G$ Reach gain, total reach divided by the missile’s alone dimensionless
$\ell$ Ballistic decay length of a coasting missile m
$C_D$ Drag coefficient dimensionless
$A$ Missile reference area m²
$V_b$ Missile velocity at motor burnout m s⁻¹
$T$ Engine thrust N
$W$ Weight, $m g_0$ N
$M_x$ Rolling moment N m
$E_f$ Missile kinetic energy at arrival J
$V_f$ Missile speed at arrival, the terminal requirement m s⁻¹
$t$ Time of flight s
$a_z$ Net vertical acceleration after release m s⁻²
$m_r$ Reduced mass of the store and launcher pair kg
$E_c$ Energy delivered by one ejector cartridge J
$E_c^{(1)}$ The launcher’s share of the cartridge energy J
$I_x$ Roll moment of inertia kg m²
$k_x$ Roll radius of gyration m
$p$ Roll rate rad s⁻¹
$\phi$ Bank angle rad
$l$ Vehicle length m
$J$ Ejector cartridge impulse N s
$v_{rel}$ Relative separation velocity of store and launcher m s⁻¹
$F_a$ Aerodynamic force on the separating store N
$\gamma$ Flight-path angle rad
$P_s$ Specific excess power m s⁻¹
$I_h$ Hinge-axis inertia of one folding panel kg m²
$M_h$ Hinge drive torque N m
$M_a$ Aerodynamic moment on the deploying panel N m
$\theta_h$ Panel fold angle rad
$t_d$ Deployment time s
$h$ Altitude, taken as geopotential height m
$Z$ Geometric height m
$r_0$ Effective Earth radius of the 1976 standard atmosphere m
$T_a$ Air temperature K
$p_a$ Static pressure Pa
$\Gamma$ Tropospheric lapse rate K m⁻¹
$R$ Specific gas constant of air J kg⁻¹ K⁻¹
$\kappa$ Ratio of specific heats dimensionless
$s$ Distance flown along the flight path m

What Leaves and What the Remainder Must Absorb

The release is an instantaneous change in the vehicle’s mass, its centre of gravity, its inertia and its trim, and all four follow from the one ratio. The mass after release is immediate.

\[m_1 \;=\; m_0 - m_s \;=\; m_0 (1 - \mu) \tag{12}\]

The centre of gravity is where the problem starts. Taking moments about any datum before and after, and writing the store’s position relative to the original centre of gravity as $d_s$, the remaining vehicle’s centre of gravity sits at

\[x_{cg,1} \;=\; \frac{m_0 x_{cg,0} - m_s x_s}{m_0 - m_s} \tag{13}\]

which, substituting $x_s = x_{cg,0} + d_s$ and dividing through by $m_0$, reduces to a shift that depends only on $\mu$ and the arm.

\[\Delta x \;=\; x_{cg,1} - x_{cg,0} \;=\; -\,\frac{\mu}{1-\mu}\, d_s \;=\; -\,\alpha\, d_s \tag{14}\]

The sign is the physically obvious one. Releasing a store that sits aft of the centre of gravity moves the centre of gravity forward. The magnitude is the part that is not obvious, because the arm is scaled by the amplified fraction where intuition expects the plain one, and the amplification distinguishes this vehicle from the aeroplane that carries it.

The First Consequence Is Vertical and Precedes Any Rotation

The vehicle trimmed its lift against a weight that is suddenly smaller, so the first consequence of a release is translational. At the instant the store leaves, the lift is unchanged and the weight has stepped down, and Newton’s second law for the remaining vehicle gives the net upward acceleration directly.

\[a_z \;=\; \frac{L - m_1 g_0}{m_1} \;=\; g_0\,\frac{m_0 - m_1}{m_1} \;=\; \alpha\, g_0 \tag{15}\]

The amplification factor appears a third time, now as a load factor step. The fighter of the comparison rises at 0.0060 of a gravity, which its occupants would not notice. This vehicle rises at 0.219 of a gravity, or 2.14 metres per second squared, an uncommanded manoeuvre at the moment the centre of gravity is also moving.

Restoring level flight means shedding lift in proportion to the mass that left. At constant speed and dynamic pressure the required lift coefficient steps down by the mass ratio,

\[C_{L,1} \;=\; (1 - \mu)\, C_{L,0} \tag{16}\]

a 17.94 percent reduction, commanded through the same control surfaces that are simultaneously retrimming the pitching moment. The two demands arrive together and are coupled through the same actuators, and that coupling adds one more sentence of content to the government’s phrase stability and control challenges.

The Static Margin Can Be Spent in One Event

The neutral point does not move when a store is released from inside the vehicle, since the store contributes no lift of its own and the external shape is unchanged once the bay is closed. The entire change in static margin is therefore the centre-of-gravity shift expressed in chords.

\[\Delta K \;=\; -\,\frac{\Delta x}{\bar c} \;=\; \frac{\alpha\, d_s}{\bar c} \tag{17}\]

This result turns the government’s sentence from an engineering detail into a research question. For a vehicle of 1,800 kilograms releasing two missiles, with a mean aerodynamic chord of 1.2 metres, the static margin moves by 5.5 percentage points for a store arm of 0.3 metres and by 21.9 percentage points for an arm of 1.2 metres.

The band a design accepts is taken here as a few percent of chord, an assumption that no source supplies. A release that moves the margin by tens of percentage points then does not perturb the vehicle’s stability. It redefines it. The vehicle must be stable both before and after, which is a constraint on where the store may sit rather than a constraint on the control system.

The constraint can be written directly. Requiring the static margin to stay within a band $[K_{\min}, K_{\max}]$ both before and after release bounds the arm.

\[\lvert d_s \rvert \;\le\; \frac{\bar c\,(K_{\max} - K_{\min})}{\alpha} \tag{18}\]

So the admissible store arm is inversely proportional to the amplification factor. At a fighter’s $\mu$ the bound is metres and does not bind. At this vehicle’s it is a fraction of a chord, and the store must sit very close to the centre of gravity. A stability requirement has become a layout requirement, the kind of coupling a demonstrator exists to discover.

Retrimming Costs Control Authority That Was Sized for Something Else

The shift turns the lift the vehicle is already carrying into an unbalanced pitching moment of magnitude $C_L \Delta x/\bar c$, which the longitudinal control must cancel.

\[\Delta\delta \;=\; \frac{C_L}{C_{m\delta}}\cdot\frac{\Delta x}{\bar c} \;=\; -\,\frac{C_L\,\alpha\, d_s}{C_{m\delta}\,\bar c} \tag{19}\]

The deflection is proportional to the lift coefficient, so the release is hardest to trim out at the low speed and high lift coefficient where a small vehicle has least control power to spare, and easiest in fast level flight. A release envelope therefore exists, narrower at the slow end.

The Inertia Changes Twice and Taking One Correction Is the Common Error

Two parallel-axis corrections apply to a release and only one of them is intuitive. The store’s own inertia and its $m_s d_s^2$ term leave with the store. The remaining vehicle must then be re-referenced to a centre of gravity that has moved, a second correction of opposite effect.

\[I_{y,1} \;=\; \underbrace{I_{y,0} - I_s - m_s d_s^2}_{\text{about the old centre of gravity}} \;-\; m_1 \Delta x^2 \tag{20}\]

The second term is small when $\mu$ is small and is not negligible here. An analysis that stops after the first term overstates the remaining inertia, and overstating inertia understates every angular rate the release produces, an error in the optimistic direction.

Releasing One of a Pair Is a Different Problem From Releasing Both

The symmetric arithmetic above misses the case that is harder. A vehicle carrying two stores and releasing one is left with a lateral mass asymmetry whose rolling moment the lateral control must hold against.

\[M_x \;=\; m_s\, g_0\, n_z\, y_s \tag{21}\]

Setting that against the roll control’s authority at the current dynamic pressure gives the deflection required to hold the wings level.

\[\delta_{\text{roll}} \;=\; \frac{\mu\, m_0\, g_0\, n_z\, y_s}{q\,S\,b\,C_{l\delta}} \tag{22}\]

This scales with $\mu$ directly rather than with $\alpha$, because the asymmetry is a weight and not a redistribution, and it scales inversely with dynamic pressure. A single release at low speed under load factor is therefore the binding case for lateral control, and a vehicle firing one missile and keeping another would fly it.

Before the control responds at all, the moment produces a roll transient whose arithmetic is rigid-body rotation and nothing else. The angular acceleration and the open-loop bank growth are

\[\dot p \;=\; \frac{M_x}{I_x}, \qquad \phi(t) \;=\; \tfrac12\, \dot p\, t^2 \tag{23}\]

and no roll inertia for this vehicle is published, so $I_x$ is estimated as $m_1 k_x^2$ with the radius of gyration swept and the estimate labelled as one. At a load factor $n_z$ of one, which is level flight, at $k_x$ of 0.4 metres and a lateral arm of 0.3 metres the kept missile’s moment is 475 newton metres, the open loop acceleration is 1.8 radians per second squared, and the bank angle half a second after release is about 13 degrees, for a vehicle of 1,800 kilograms whose remaining mass is 1,638.5 kilograms.

\[\begin{aligned} M_x &\;=\; 161.5\ \text{kg} \times 9.80665\ \text{m s}^{-2} \times 1 \times 0.3\ \text{m} \;=\; 475\ \text{N m}, \\ \dot p &\;=\; \frac{475\ \text{N m}}{1{,}638.5\ \text{kg} \times (0.4\ \text{m})^2} \;=\; 1.812\ \text{rad s}^{-2}, \qquad \phi(0.5\ \text{s}) \;=\; \tfrac12 \times 1.812 \times 0.5^2 \;=\; 0.2265\ \text{rad} \;=\; 12.98^\circ \end{aligned} \tag{24}\]

The estimate brackets $k_x$ between 0.3 and 0.5 metres and $y_s$ between 0.2 and 0.4 metres, and its two corners bound the bank angle from 6 to 31 degrees, since $\phi$ grows with $y_s / k_x^2$.

\[\phi\big|_{k_x = 0.5,\ y_s = 0.2} \;=\; \frac{161.5 \times 9.80665 \times 0.2}{2 \times 1{,}638.5 \times 0.5^2}\, (0.5)^2 \;=\; 0.0967\ \text{rad} \;=\; 5.5^\circ, \qquad \phi\big|_{k_x = 0.3,\ y_s = 0.4} \;=\; \frac{161.5 \times 9.80665 \times 0.4}{2 \times 1{,}638.5 \times 0.3^2}\, (0.5)^2 \;=\; 0.537\ \text{rad} \;=\; 30.8^\circ \tag{25}\]

Half a second is a generous allowance for a control system to notice, and a vehicle that banks tens of degrees in it has a requirement on control bandwidth that came from carrying its stores side by side.

The Ejector Pushes Back

A store is not dropped, it is pushed, and momentum is conserved. An ejector that imparts velocity $v_e$ to the store gives the vehicle a recoil in the opposite direction.

\[\Delta V_r \;=\; \frac{m_s}{m_1}\, v_e \;=\; \alpha\, v_e \tag{26}\]

At an assumed ejection velocity of 7 metres a second the vehicle takes 1.53 metres a second if both stores leave together, or 0.69 for one of the pair at the single-missile fraction of 8.97 percent. The same ejector on the F-15E of the comparison above gives 0.042 metres a second. The amplification factor appears again, and this time it multiplies a velocity the cartridge was sized to produce for the store’s benefit alone.

Treated properly the ejection is a two-body problem, governed by a reduced mass. The cartridge’s impulse $J$ acts equally and oppositely on store and launcher, so the relative separation velocity is the impulse over the reduced mass,

\[v_{rel} \;=\; \frac{J}{m_r}, \qquad m_r \;=\; \frac{m_s\, m_1}{m_0} \;=\; \mu\,(1-\mu)\, m_0 \tag{27}\]

which for one missile here is 147 kilograms against the missile’s 161.5. The energy the cartridge must deliver is $J^2 / 2 m_r$, about 4.3 kilojoules for an impulse of 1,130 newton seconds, and the launcher’s share of that energy follows from momentum conservation alone.

\[\frac{E_c^{(1)}}{E_c} \;=\; \frac{\alpha}{1 + \alpha} \;=\; \mu \tag{28}\]

The launcher absorbs exactly its store’s mass fraction of every cartridge it fires. A fighter takes 0.60 percent of each shot and this vehicle takes 9.0 percent, about 390 joules per release delivered into its structure, a repeating structural load whose size the keystone parameter set, whatever the ejector’s designer chose.

The ejector acts off the centre of gravity, so it also produces rotation. A force $F_e$ at an arm $d_s$ for a stroke time $\tau$ delivers an angular impulse.

\[\dot\theta \;=\; \frac{F_e\, d_s\, \tau}{I_{y}} \tag{29}\]

The inertia in that denominator is the inertia after release, computed with both corrections above, and the second correction matters for that reason. An ejector sized to clear the store cleanly is not sized to leave the launcher undisturbed, and for a vehicle of this mass fraction those are different requirements.

A worked example, with every assumption stated, shows the size of the effect. The pitch inertia of a slender body of uniform density is estimated as

\[I_y \;\approx\; \tfrac{1}{12}\, m_1\, l^2 \tag{30}\]

which at 6 metres of length gives 4,916 kilogram square metres, and the estimate is an assumption with no datum behind it. The cartridge impulse above delivered over 50 milliseconds is a force of 22.6 kilonewtons, and acting at the admissible arm of 0.3 metres it leaves a residual pitch rate of about 4.0 degrees per second, or 7.9 at twice the arm. A tip-off rate of a few degrees per second is modest but not zero, and it arrives at the same instant as the heave, the trim change and the static margin step above. The release is all four at once, and the word transient carries all four in the budget books’ sentence.

The Premise as an Exchange Rate

The programme’s motivation is usually stated as extra reach and is better stated as an exchange rate. The budget books of February 2020 and May 2021 give two benefits and both of them reduce to one asymmetry between how an air-breathing engine and a solid rocket motor convert propellant into distance [DARPA PB2021 justification] [DARPA PB2022 justification].

An Engine Does Not Carry Its Oxidiser

The first and largest term is specific impulse. A rocket motor carries its oxidiser and an engine takes oxygen from the air it flies through, so the propellant each is charged for differs by roughly the mass of the oxidiser. Writing an engine’s thrust specific fuel consumption as $c_T$ gives its effective specific impulse directly.

\[I_{sp} \;=\; \frac{1}{c_T\, g_0} \tag{31}\]

The ratio of the two is the premise.

\[\Lambda \;=\; \frac{I_{sp,\text{air}}}{I_{sp,\text{rocket}}} \tag{32}\]

At 3,500 seconds for a small turbofan and 235 seconds for a solid motor, $\Lambda$ is about 14.9. Neither figure is published for this aircraft or for the missile it carries, so both are assumed and swept, the engine’s from 3,000 to 4,500 seconds and the motor’s from 220 to 250, which moves $\Lambda$ between 12.0 and 20.5 without changing its order of magnitude. A kilogram of fuel burned in the engine delivers something near fifteen times the impulse of a kilogram of solid propellant.

The Atmosphere Every Number Below Is Computed In

Two constants run through everything that follows, and both are derived here. Every coast, cruise and climb figure in this article is computed at 10,668 metres, which is 35,000 feet, and the air there is described by three classical relations and a gas property. The temperature falls linearly through the troposphere, the pressure follows from hydrostatic balance combined with the ideal gas law, and the density is the state equation applied to the two.

\[T_a(h) \;=\; T_{a,0} - \Gamma h, \qquad p_a(h) \;=\; p_{a,0}\left(\frac{T_a}{T_{a,0}}\right)^{g_0 / (\Gamma R)}, \qquad \rho \;=\; \frac{p_a}{R\, T_a} \tag{33}\]

With a lapse rate of 6.5 kelvin per kilometre and a sea-level temperature of 288.15 kelvin, the exponent evaluates to 5.256, and the altitude gives a temperature of 218.8 kelvin, a pressure of 23,842 pascals, and a density of 0.3796 kilograms per cubic metre. The sound speed follows from the gas alone,

\[a \;=\; \sqrt{\kappa\, R\, T_a} \tag{34}\]

which evaluates to 296.5 metres per second. Those are the two numbers every coast, cruise and climb figure in this article uses, and both follow from four constants of the standard atmosphere.

The constants are read from the defining document. The 1976 standard adopts $g_0$ of 9.80665 metres per second squared exactly, a sea-level pressure of 101,325 pascals, a sea-level temperature of 288.15 kelvin and a heat-capacity ratio of 1.4 in its table of adopted constants, and its table of defined gradients gives the first atmospheric layer a gradient of minus 6.5 kelvin per kilometre [U.S. Standard Atmosphere 1976 1976]. The scan is image-only and the two defining pages were read as page images. One nuance follows from those pages. The defining relations take geopotential height as their argument, and the figure of 10,668 metres is treated here as geopotential. The same document relates geometric height $Z$ to geopotential height through an effective Earth radius $r_0$ of 6,356,766 metres [U.S. Standard Atmosphere 1976 1976],

\[Z \;=\; \frac{r_0\, h}{r_0 - h} \;=\; \frac{6{,}356{,}766 \times 10{,}668}{6{,}346{,}098}\ \text{m} \;=\; 10{,}685.9\ \text{m}, \qquad \frac{Z - h}{h} \;=\; \frac{h}{r_0 - h} \;=\; 0.00168 \tag{35}\]

so the geometric difference is 17.9 metres, or 1.7 parts in a thousand. Read the other way, as a geometric 10,668 metres, the altitude would raise the density by about 0.2 percent to 0.3805 kilograms per cubic metre and the sound speed to 296.6 metres per second. Each change is in the fourth significant figure.

A Missile’s Reach Is Logarithmic

A missile does not cruise, it coasts. After burnout it decelerates against drag, and writing the deceleration against distance rather than time gives an exponential decay with a characteristic length.

\[m\,V\frac{dV}{ds} \;=\; -\tfrac12 \rho V^2 C_D A \qquad\Longrightarrow\qquad V(s) \;=\; V_b\, e^{-s/\ell}, \qquad \ell \;=\; \frac{2m}{\rho\, C_D A} \tag{36}\]

For a missile of the mass and diameter the programme expects to carry, at cruise altitude, $\ell$ is about 114 kilometres. A missile needs residual speed at arrival in order to manoeuvre against a manoeuvring target, so its reach is set by a terminal-speed requirement rather than by coming to rest.

\[s_{\max} \;=\; \ell \ln\!\frac{V_b}{V_f} \tag{37}\]

At a burnout speed of 1,186 metres a second and a terminal requirement of Mach 1.5, that gives 112 kilometres. Across a terminal requirement swept from Mach 2.0 down to Mach 1.2 the reach runs from 79 to 137 kilometres, which spans the 90 kilometres the encyclopedia gives for one variant of the missile family the programme names and reaches the lower end of the 130 to 160 kilometres it gives for a later one [AIM-120 AMRAAM]. The model is therefore calibrated against the one thing about this system that is published, and that calibration supports the comparison that follows more than the absolute values in it.

Reach being logarithmic in the speed ratio creates the asymmetry. Inverting the relation gives the burnout speed a motor must deliver for a required reach, and the exponential is now working against the designer.

\[V_b \;=\; V_f\, e^{s_{\max}/\ell} \tag{38}\]

What It Costs Each Vehicle to Buy the Same Distance

Doubling the missile’s reach with its own motor means squaring its speed ratio. From 112 kilometres to twice that requires a burnout speed of 3,163 metres a second, which is 2.67 times what the motor delivers now. The rocket equation turns that into propellant.

\[\zeta_p \;=\; 1 - \exp\!\left(-\frac{\Delta V}{I_{sp,\text{rocket}}\, g_0}\right) \tag{39}\]

The propellant fraction rises from 0.402 to 0.746. A missile that is already two-fifths propellant must become three-quarters propellant, which leaves no mass for a warhead, a seeker or a structure. The missile cannot be made to fly twice as far. It is not a matter of expense.

The carrier buys the same distance on the Breguet relation, and a one-line derivation shows where the asymmetry comes from. In steady level flight the thrust equals the drag, the drag is the weight over the lift-to-drag ratio, and the fuel flow is the thrust over the specific impulse, so each increment of distance costs fuel in proportion to the mass it is carrying,

\[dR \;=\; V\, dt \;=\; -\,V\, I_{sp}\, \frac{L}{D}\, \frac{dm}{m} \tag{40}\]

and the logarithm appears on integration rather than by assumption. The missile’s logarithm sits in the exponent of its reach and the carrier’s sits inside its range, and that placement is the difference between the two vehicles stated grammatically.

\[R_c \;=\; V\, I_{sp}\, \frac{L}{D}\, \ln\!\frac{1}{1-\zeta} \qquad\Longrightarrow\qquad \zeta \;=\; 1 - \exp\!\left(-\frac{R_c}{V\, I_{sp}\, (L/D)}\right) \tag{41}\]

Flying 112 kilometres costs the carrier a fuel fraction of 0.013. Against the missile’s 0.746 that is a factor of about 59.

The same comparison can be made at the margin, where it needs no fuel fraction at all. Differentiating each range with respect to the propellant that buys it gives the exchange rate of distance for mass on each side,

\[\frac{dR_c}{dm_f} \;=\; \frac{V\, I_{sp}\, (L/D)}{m}, \qquad \frac{dR_m}{dm_p} \;=\; \frac{\ell}{V_b}\,\frac{I_{sp,r}\, g_0}{m_s} \tag{42}\]

and the next kilogram of fuel buys the carrier 4,901 metres while the next kilogram of solid propellant buys the missile 1,371, a ratio of 3.6 at the midpoint of every sweep. The marginal ratio is smaller than the integral comparison suggests because the missile’s first kilograms of propellant are cheap and its last are ruinous, as a logarithm in the exponent requires.

That ratio, and not any statement about extra reach, is the programme. The two vehicles are not competing to fly the same distance at different efficiencies. One of them can fly the distance and the other cannot fly it at any propellant fraction below one.

The Reach Gain, Stated Conservatively

With the carrier flying $R_c$ and the missile flying $R_m$ from wherever the carrier releases it, the total is additive and the gain is a ratio.

\[G \;=\; \frac{R_c + R_m}{R_m} \;=\; 1 + \frac{R_c}{R_m} \tag{43}\]

In this honest form the benefit is linear rather than exponential. A carrier flying as far as the missile doubles the reach. This article does not state a figure for $G$, because $R_c$ depends on the vehicle’s fuel fraction and lift to drag ratio, neither of which is published, and a gain computed from two swept quantities would be a sweep presented as a result.

Why the Terminal-Energy Claim Must Be Stated Carefully

The budget book’s second benefit is that launching closer increases energy in terminal flight, and the exponential makes that claim easy to overstate. [DARPA PB2022 justification] Arrival speed decays as $e^{-s/\ell}$ and arrival kinetic energy therefore as $e^{-2s/\ell}$, so removing carrier transit from the missile’s fly-out multiplies its arrival energy by the reciprocal.

\[\frac{E_f(s)}{E_f(s + R_c)} \;=\; \exp\!\left(\frac{2 R_c}{\ell}\right) \tag{44}\]

Evaluated at a carrier range of several hundred kilometres this expression returns factors in the thousands, and those factors are meaningless. The missile never flies that far, so the denominator describes an engagement that cannot occur. The expression is a reach ceiling wearing the clothes of a benefit curve, valid only for $R_c$ small against $\ell$.

Stated within its domain the claim is still strong, and only the bounded version should be made. Because reach is logarithmic, every kilometre the carrier flies is a kilometre the missile does not have to spend speed on, and the speed it does not spend is available at arrival. The benefit is real, it is bounded by the missile’s reach, and the unbounded version of it is an artefact.

Reaction Time Is the Same Exponential Read Differently

The reduced reaction time, which the second stated benefit also claims, follows from integrating the decaying speed over the fly-out.

\[t \;=\; \int_0^{s}\frac{ds'}{V_b\, e^{-s'/\ell}} \;=\; \frac{\ell}{V_b}\left(e^{s/\ell} - 1\right) \tag{45}\]

Flight time is convex in distance, so the last kilometres of a long shot cost disproportionately more time than the first. Moving the launch point forward removes time from the expensive end of that curve, the sense in which the book claims reduced reaction time, and a stronger statement than a proportional saving would be.

Dependent Systems

The Engine and Its Conflicting Designations

The register’s engine cell is the only independent published statement of this aircraft’s propulsion, and its designation conflicts with the engine’s published type. The cell reads 1 Williams WJ38-15 [Parsch, DOD 4120.15-L Addendum]. In the military aero-engine designation system, which the same compiler documents, the letter J denotes a turbojet and the letter F a turbofan [Designations of U.S. Military Aero Engines].

The same engine is identified elsewhere as the powerplant of the Taurus KEPD 350 cruise missile [The War Zone on the X-68A], whose manufacturer designation is P8300-15, described as a turbofan of 6,672 newtons, or 1,500 pound force [Taurus KEPD 350]. The missile’s manufacturer uses the same word, its datasheet describing a high-thrust turbofan engine and stating the 1,400 kilogram mass on which this article’s thrust-to-weight anchor depends [Taurus KEPD 350 datasheet]. The thrust figure appears in neither manufacturer document and rests on the encyclopedia alone, which the epistemic state records.

So the register’s engine string reads as a turbojet in that system, and the engine is described as a turbofan under its manufacturer designation. The X-65 article met the mirror image of this problem, where the register gave a turbofan and the secondary index gave a turbojet, and recorded it on the same grounds. This article does not resolve the conflict. Whether the string WJ38-15 parses as a standard military engine designation at all is not established by any document read here, and a guess would be worse than the open question.

One further caution about the engine concerns sourcing rather than hardware. Press accounts of this aircraft’s propulsion attribute the engine to the designation register itself [The War Zone on the X-68A]. They are therefore not independent corroboration of it, and the engine fact has exactly one source however many places it appears.

The Same Engine Maker Appears on Three of Four Consecutive Subjects of This Series

15 rows in the register name Williams in their engine cell and 4 of those are research allocations, being the X-48A, the X-50A, the X-65A and the X-68A. So this aircraft, the X-65, and the unmanned allocation that took the number the X-67 article is about, all carry an engine from one maker [Parsch, DOD 4120.15-L Addendum].

The match is on the word and the word undercounts. The X-61A’s cell reads 1 F107-WR-105, which is a Williams engine the cell does not name as one, and 2 further rows carry an F107 without the maker’s name. [Parsch, DOD 4120.15-L Addendum] So this is a count of what the register prints rather than a census of engines, and the article states the match for that reason without implying the stronger claim.

Read as a fact about the register it is unremarkable, though still recorded here. One plausible reading, which this article does not test, is that few firms build engines in the thrust class a small demonstrator or a cruise missile needs, so that a series of small unmanned research aircraft keeps meeting the same names.

The Contractor Holds Sixteen Rows and Exactly One Is a Research Allocation

General Atomics holds 16 rows in the register, of which 11 are unmanned allocations, 4 are unmanned-control allocations, and 1 is a research allocation [Parsch, DOD 4120.15-L Addendum]. This one.

That distribution shows what kind of firm this is. A contractor with eleven unmanned aircraft and four control stations in the designation register is an established builder of unmanned systems rather than a research house, and the X-68A is its only row among the register’s research allocations, although the contractor counts the XQ-67A as its first X-plane and this as its second [General Atomics on the X-68A]. The X-67 article recorded that the same firm holds both the allocation that took the number 67 and the allocation that closed it, and claimed no intent in that coincidence. This article claims none either.

The Engine as the Only Anchor for the Airframe

No mass, span, area or dimension of this aircraft is published, so the engine is the one anchor available, and this article uses it as far as it reaches and no further.

The engine was built for an airframe whose manufacturer states 1,400 kilograms [Taurus KEPD 350 datasheet], which with the encyclopedia’s thrust figure gives that airframe a thrust to weight ratio of 0.486.

\[\frac{T}{W} \;=\; \frac{T}{m\, g_0} \tag{46}\]

Across the swept mass range the ratio runs from 0.680 at 1,000 kilograms to 0.227 at 3,000 kilograms.

A thrust-to-weight ratio sets a climb gradient, and the point-mass relation turns the table above into performance. In a steady climb the thrust carries the drag plus the weight component along the flight path,

\[\sin\gamma \;=\; \frac{T}{W} - \frac{1}{L/D}, \qquad P_s \;=\; V \sin\gamma \tag{47}\]

where the second expression is the specific excess power at constant speed. At sea level the sweep gives gradients from 22.7 degrees at 1,400 kilograms through 16.1 at 1,800 to 7.3 at 3,000, at a lift-to-drag ratio of ten.

But the vehicle does not fly at sea level, and a turbojet’s thrust falls roughly with the density. Taking the simplest lapse,

\[T(h) \;\approx\; T_0\, \frac{\rho}{\rho_0} \tag{48}\]

the density ratio at cruise altitude is 0.31, and the climb table collapses. At 1,400 kilograms the gradient falls to 2.9 degrees, at 1,800 to 1.0 degrees with 4.3 metres per second of specific excess power, and at 3,000 kilograms the gradient is negative, the thrust at altitude falling short of the drag, so a vehicle of that mass could not hold this altitude at this lift-to-drag ratio at all.

That negative sign is the most useful number the engine anchor produces, because it closes the mass sweep from above by classical mechanics alone. The sweep’s upper bracket is not a judgement about what seems reasonable. It is the mass beyond which the one published engine cannot sustain the cruise condition this article assumes. The brackets remain an inference and are labelled as one in the epistemic state, and the upper one stands on a mechanism rather than on a plausibility argument.

The engine’s provenance also constrains the speed. A cruise missile powerplant sized for high subsonic flight does not make a supersonic aeroplane, which is consistent with the budget books’ repeated description of a slower, fuel-efficient vehicle for ingress [DARPA PB2023 justification] [DARPA PB2026 justification]. The vehicle is slow by design and the design reason is the premise above.

Structure Around the Bay

A vehicle carrying a store at a large mass fraction is a structure wrapped around a cavity. The missile the programme names is 3.655 metres long and 177.8 millimetres in diameter, which are the service fact sheet’s 143.9 inches and 7 inches [AIM-120 fact sheet] converted at the exact definition of the inch.

\[143.9\ \text{in} \times 0.0254\ \tfrac{\text{m}}{\text{in}} \;=\; 3.655\ \text{m}, \qquad 7\ \text{in} \times 25.4\ \tfrac{\text{mm}}{\text{in}} \;=\; 177.8\ \text{mm} \tag{49}\]

A vehicle that carries it internally cannot be shorter than that plus a nose, a tail and an ejector stroke, which sets a minimum length independently of any aerodynamic consideration.

The stability result above then sets where along that length the store may sit. The admissible arm was bounded by $\bar c (K_{\max}-K_{\min})/\alpha$, and the bound tightens as the vehicle gets smaller because $\alpha$ grows. A smaller vehicle is harder to balance around the same missile, and the difficulty grows faster than the size shrinks. That coupling between the keystone and the layout makes the configuration question and the stability question the same question.

Control Across Two Configurations and the Transition

The vehicle must be controllable loaded, controllable empty, and controllable during the event between them. The first two are static problems and the third is not.

Published descriptions of the configuration are consistent on one point. The vehicle carries main wings and canards that are stowed during carriage and deploy after release from the launch aircraft [The War Zone on the X-68A]. A folding surface is a requirement imposed by the launch aircraft rather than by flight, since a vehicle carried externally on a fighter station or internally in a bay must fit a volume sized for a store.

That creates a third configuration nobody flies in but everybody must survive. Between release from the launch aircraft and deployment of the surfaces the vehicle has neither the launch aircraft’s support nor its own aerodynamic controls. The deployment is therefore a timed event in a transient, and its reliability is a flight-safety matter and not a performance one.

The deployment is a hinge problem and its governing relations are two lines. A panel of hinge-axis inertia $I_h$ driven through a sweep angle $\Delta\theta_h$ by a torque $M_h$ obeys the rigid-body rotation equation, and from rest under constant torque the deployment time follows,

\[I_h\, \ddot\theta_h \;=\; M_h - M_{a}(\theta_h), \qquad t_d \;=\; \sqrt{\frac{2\, I_h\, \Delta\theta_h}{M_h}} \tag{50}\]

where $M_a$ is the aerodynamic moment resisting or assisting the panel, which depends on the attitude the vehicle happens to hold during the fall. No inertia, torque or sweep angle for this vehicle is published, so the relations are shown without a worked number, and one consequence needs no numbers at all. The torque that drives each panel reacts on the fuselage, two panels deploying symmetrically cancel in roll by Newton’s third law, and a single panel that lags or jams delivers its whole hinge torque as an uncancelled rolling moment to a vehicle that has, at that moment, no aerodynamic control to oppose it. The reliability requirement on the deployment mechanism is therefore a symmetry requirement and not only a completion one.

Recovery Serves the Test Programme

The vehicle has a parachute recovery system, and combat is not its purpose. A contractor spokesperson has been quoted directly on the point, saying that recovery is not practical in combat scenarios and that the price point does not make it necessary, while for test and training the vehicle is recoverable [The War Zone on the X-68A].

That is an unusually clean statement of an attritable vehicle’s economics and it resolves what would otherwise be a puzzle, since a recovery system is mass that a one-way vehicle should not carry. It is carried for test and training, not because the operational vehicle would use it. The milestone confirming the system postdates this article’s date, and the spokesperson’s statement is reported only as made during 2025.

The Flight Test Record

Nothing had flown. At 13 December 2025 the designation was 115 days old, no public document read for this article records a flight of this vehicle, and the budget books’ forward plans place flight testing ahead and not behind [DARPA PB2026 justification].

The absence of a flight is a finding, and this section reports it as one. A flight test record sets the envelope reached against the envelope designed for, and here the former is empty. An article that inferred a flight history would be worse than one that states there is none.

Reading the Plans in Sequence

A budget book plans work for its own budget year, so a milestone that slips appears in book after book, each time attached to the year of whichever book is current. One book shows a plan. The sequence shows whether the plan moved.

The design reviews moved by a year each and then settled. The preliminary design review was planned FY2021 to FY2022 and the critical design review FY2022 to FY2023, in each case by two books that each claimed the review for themselves [DARPA PB2021 justification] [DARPA PB2022 justification] [DARPA PB2023 justification]. That is ordinary.

Captive carry is not ordinary. It appears in three consecutive books, and every one of them plans it for the year that book requests, moving it from FY2024 to FY2026. A slip of two fiscal years, from PB2024 to PB2026, with the milestone always one year away [DARPA PB2024 justification] [DARPA PB2025 justification] [DARPA PB2026 justification]. The first book after this article’s date plans flight testing of the vehicle on a host aircraft for FY2026 as well, which describes captive carry without the term, so the slip had not grown by April 2026 [DARPA PB2027 justification]. The X-65 article measured a slip of the same size in the same programme element over the same period, which suggests a cause not specific to either programme.

The Missile Release Demonstration Slipped Two Years and Then Went Unscheduled

This is the finding, and it bears on which test is in the plan as well as when.

The first promise was a ground test. PB2022 and PB2023 both plan a missile separation test for FY2022. After PB2023 the phrase does not appear in any book read for this article [DARPA PB2022 justification] [DARPA PB2023 justification].

The second promise was a flight test, and in this wording it appears in exactly one book. PB2024, of March 2023, plans this for FY2024 [DARPA PB2024 justification].

Conduct initial series of flight demonstrations validating separation of air-to-air missile from host flight test vehicle.

That is the keystone as a flight demonstration. A missile of substantial mass fraction leaving the vehicle in flight is precisely the event the programme’s recurring sentence describes as its challenge.

The next book rewords it. PB2025 plans this for FY2025 [DARPA PB2025 justification].

Conduct a series of flight demonstrations validating air vehicle stability and controls upon separation from host-aircraft and prior to, during, and after separation of an air-to-air missile payload.

Read the two carefully, because the second adds a separation. The first validates separation of the missile from the vehicle. The second validates the vehicle’s stability and control upon separation from the host aircraft, which is carriage release, the subject of the established store separation discipline gathered in the cluster below, and also before, during and after separation of the missile, the research question in the programme’s terms.

The book after that adds a ground test of a substitute mass. PB2026 plans this for FY2025 [DARPA PB2026 justification].

Conduct pit drop testing of missile mass simulant from LongShot ground test vehicle.

The same book moves the flight demonstration a year. Its entry under the new programme element plans, for FY2026, flight demonstrations validating the vehicle’s stability and control prior to, during and after separation of an air-to-air missile payload, and live fire flight test demonstrations [DARPA PB2026 justification].

The latest book plans the release of the vehicle and no longer names the missile. PB2027, of April 2026 and outside this article’s date, plans for FY2026 weapon integration and ground testing, a line PB2025 had planned for FY2024, then flight testing on a host aircraft and flight demonstrations validating vehicle release from a host aircraft and the vehicle’s performance, stability and control through all phases of flight, and for FY2027 it continues both demonstrations [DARPA PB2025 justification] [DARPA PB2027 justification]. None of its FY2026 or FY2027 plans names a missile. The announcement of February 2026 does name a store. It states that the coming flight tests will demonstrate the vehicle’s ability to safely eject a captive sub-munition, and it places the campaign as early as the end of 2026 [DARPA on the X-68A]. The press account of the same day records that the first flight had been hoped for before the end of 2023 [The War Zone on the X-68A]. So the latest official schedule gives a year to the vehicle’s release and to no missile’s release, and the one later official statement that a store will leave the vehicle in flight carries no fiscal year.

A pit drop of a mass simulant is the right first test and it does not answer the question. It measures the separation trajectory of a representative mass from a representative vehicle while the vehicle is held still. The programme’s keystone sentence specifies an operational environment, and a pit is not one.

What the pit measures is set out here, because it is clean classical mechanics and because the arithmetic contains a bias specific to this vehicle. With the launcher clamped, the store leaves at the cartridge impulse over its own mass and then falls, so the separation distance is

\[s(t) \;=\; \frac{J}{m_s}\, t \;+\; \tfrac12\, g_0\, t^2 \tag{51}\]

and the pit therefore measures the impulse, the tip-off rate and the mechanism’s repeatability, each of them exactly. Those are the quantities a release clearance needs first and the pit is the correct instrument for all three.

The test belongs to a prescribed catalogue and the catalogue’s governing document is named here even though it could not be read. The Department’s handbook for aircraft and stores compatibility, MIL-HDBK-1763 of 15 June 1998, which supersedes MIL-STD-1763A and whose title names systems engineering data requirements and test procedures, governs the ground and flight tests of this discipline [EverySpec record for MIL-HDBK-1763]. It is distributed through the Department’s standards repository, whose public search page is cited as the address [ASSIST Quick Search], and whose document could not be read without a session, so no claim here draws on the handbook’s content beyond what its index record states. That the pit drop is standard practice is established independently, by the discipline’s literature in the clusters below, which includes the modelling of ejection accelerations from such tests.

But the clamp changes the physics, and it changes it by the keystone parameter. In flight the launcher recoils, the same impulse divides by the reduced mass rather than the store’s mass, and the ratio of the two separation speeds is the denominator of the amplification,

\[\frac{v_{rel}^{\mathrm{flight}}}{v_{rel}^{\mathrm{pit}}} \;=\; \frac{m_s}{m_r} \;=\; \frac{1}{1-\mu} \tag{52}\]

A cartridge that gives the simulant 7 metres a second in the pit separates the same store at 7.69 in flight. For a fighter the correction is 0.6 percent and the pit is a faithful simulator, which is why the technique is standard. For this vehicle it is 9.9 percent for one missile of the pair and 21.9 percent for both, so the ground test underreads the flight separation rate by a tenth to a fifth for the same cartridge, as a matter of momentum conservation rather than of aerodynamics. The standard ground test’s fidelity degrades with the very parameter the programme exists to study, and nothing in the open record read for this article states whether the test’s analysis carries the correction, because no open record describes the analysis at all.

What the pit cannot measure even in principle is the aerodynamic increment. In flight the store leaves into the vehicle’s flow field, and the aerodynamic force $F_a$ on it integrates into a trajectory deviation that grows exactly as the gravity term does,

\[\Delta s(t) \;=\; \tfrac12\, \frac{F_a}{m_s}\, t^2 \tag{53}\]

so a store trajectory cannot be separated into a mechanism part and an aerodynamic part by timing alone. That is why the discipline’s wind tunnel and captive-trajectory literature exists, and the cluster below carrying it is this article’s largest.

What This Does and Does Not Establish

A plans list is a summary and not a schedule, so a milestone’s absence from a later book is not proof that the test was cancelled. The work may continue under a heading the book does not itemise, or inside a classified annex, or simply below the threshold of detail the exhibit carries.

What the record does establish is narrower. Across six books inside this article’s date, three plan an in-flight demonstration that includes the release of a missile from the vehicle, PB2024, PB2025 and PB2026, each for its own budget year, and only PB2024 names the missile’s separation as the thing validated. The demonstration the programme says it exists to perform slipped two fiscal years as captive carry did, and the first book after this article’s date plans vehicle release from a host aircraft and stability through all phases of flight without naming a missile at all [DARPA PB2024 justification] [DARPA PB2025 justification] [DARPA PB2026 justification] [DARPA PB2027 justification]. The announcement of February 2026 still promises the safe ejection of a captive sub-munition in flight test, and gives it no fiscal year [DARPA on the X-68A]. The missile release was postponed and then left without a date, and no document read for this article states that it was removed.

The observation is about documents and makes no accusation about engineering. The most likely explanation is the ordinary one, that a demonstration retires risk in the order the risks can be retired, and that firing a missile off a vehicle requires first proving the vehicle flies. The observation is recorded because a reader of any single book would not see it.

Comparison With Ground Prediction

There is no flight result to set beside any ground prediction, because at this article’s date nothing had flown. A comparison of prediction with flight needs both halves, and here only the first half exists. What the record does hold is a set of ground predictions of three kinds, and each is gathered here with the place where it is argued.

The first kind is the planned ground test of the keystone. PB2022 and PB2023 both planned a missile separation test for FY2022 [DARPA PB2022 justification] [DARPA PB2023 justification], and PB2026 planned pit drop testing of a missile mass simulant from a ground test vehicle for FY2025 [DARPA PB2026 justification]. No document this article read states a result of either test. Under The Flight Test Record above, this article sets out what each would measure and what a pit cannot measure even in principle.

The second kind is a prediction about the ground test, and this article makes it. Momentum conservation implies that a pit, which holds the launcher still, separates the store more slowly than flight will for the same cartridge. A cartridge that gives the simulant 7 metres a second in the pit separates the same store at 7.69 in flight, and for this vehicle the correction is 9.9 percent for one missile of the pair and 21.9 percent for both, from the ratio $1/(1-\mu)$ displayed with the pit drop analysis above.

\[\frac{1}{1 - 161.5/1{,}800} \;=\; 1.099, \qquad \frac{1}{1 - 323/1{,}800} \;=\; 1.219, \qquad 7\ \text{m s}^{-1} \times 1.099 \;=\; 7.69\ \text{m s}^{-1} \tag{54}\]

That is a prediction of how a ground measurement will compare with a flight measurement, made before either exists, and the flight half of it is the half the record cannot yet supply.

The third kind is the closed-form sizing. The centre-of-gravity shift, the static margin step, the heave, the trim demand, the two inertia corrections, the roll transient of an asymmetric release and the ejector’s recoil are each derived under Sizing From First Principles, and each is computable before the vehicle flies. None of them is yet a prediction about this aircraft in particular, because no mass, dimension or aerodynamic coefficient of it is published, so a flight result could test the relations only once those inputs were known as well.

One ground milestone is reported only after this article’s date. The announcement of 17 February 2026 reports a full-scale wind tunnel milestone among others [DARPA on the X-68A], and this article reports no result from it. The comparison this section exists to make is therefore the first thing a flight test campaign would supply, and at this article’s date it supplies nothing.

What the Data Changed

No flight data exists, so this section is about what the programme has already settled without flying and what remains open.

What Is Already Settled Concerns Procurement

The concept change the budget books date counts as a result. A programme that began as a multi-mode-propulsion weapon and became an air-breathing vehicle carrying existing missiles has answered a question, concluding that the mission is better served by separating the carrier from the warhead than by building one object that does both.

That answer is visible in three places and they are independent. It is in the budget books’ rewritten description, dated to a window of 11 months. It is in the award record, where one contract description preserves the earlier concept verbatim. And it is in the engine, a single-mode cruise missile powerplant that could not have been chosen by a programme still pursuing multi-mode propulsion.

The reach arithmetic above explains why that answer is the right one. A missile cannot be made to fly twice as far, at any propellant fraction below one, because its reach is logarithmic in its speed ratio. Separating the transit from the endgame is not an optimisation. It is the only available move.

What the Flight Data Would Settle

One number. Whether a vehicle at a store mass fraction near 17.94 percent, the value of $\mu_v$ displayed under The Research Question, can release that store in flight and remain controllable through the transient. Everything derived above is a closed-form consequence of geometry and mass, and every one of those consequences is computable before the vehicle flies. What is not computable is whether the transient is benign, because the transient involves the store’s wake, the bay’s flow, the plume if the motor lights near the vehicle, and the control system’s response to a plant that changed discontinuously.

A demonstration would convert the stability result from a constraint into a measurement. The admissible store arm derived above is a bound from a static-margin band, and the band is a judgement. Flight data would replace the judgement with a number, and that number would transfer to every later vehicle of this class whatever its size.

What It Would Feed

The programme names its transition partners in every book, as the Navy and the Air Force, and names them in the same sentence in all seven [DARPA PB2021 justification] [DARPA PB2027 justification]. The later plans widen the scope considerably, reaching toward alternate payloads, bomber weapons station integration, palletised and ground launch options, and alternate engines. Those plans lie outside this article’s date and are treated as such.

What It May Fail to Influence

A demonstrator that proves a vehicle can fire a missile has not proved anyone will buy it. A demonstration can answer its question and change nothing, and at this date the programme’s influence is unmeasurable because its demonstration has not happened.

One structural observation is available, concerning the designation rather than the aircraft. The programme was given a research designation in the experimental series rather than a prototype designation in a mission series, which places it among demonstrators and not among candidate weapons. The designation carries no information about which outcome is intended.

The Contemporary Literature

Cluster Records
Store separation, which is the keystone’s own discipline 178
Carriage loads and the weapons bay 54
The release mechanism, the ejector and the pit drop 16
Mass, inertia and what a release does to stability 26
Air launch and the carrier aircraft 17
Folding surfaces and their deployment transient 40
The premise, air-breathing against rocket 33
A missile’s energy, its coast and its reach 20
Attritable and expendable air vehicles as a class 10
Recovery of a test article 21
Demonstrator practice 2
Total 417

This article’s subject sits across 11 bodies of work and each is cited as a body and not through an exemplar. Every research record appears in exactly one cluster below, and the row under each heading counts its records. Three of the clusters are small enough that the cluster’s opening sentence says so.

Store separation, which is the keystone’s own discipline

This is the keystone’s own discipline and it is old, large and quantitative. The question of what a store does when it leaves an aeroplane has its own wind tunnel techniques, its own captive trajectory rigs, its own validation literature and its own flight clearance practice, and it is the body of work a programme releasing a missile from a small vehicle inherits whole.

178 records. [Store Separation Testing Techniques] [Mathematical Fluid Dynamics of] [A Method for Predicting] [Prediction of Six-Degree-of-Freedom Store] [Transonic Wind Tunnel Tests] [CFD Wing/Pylon/Finned Store Mutual] [Aeroacoustic Environment of a] [Aircraft Store Trajectories Predicted] [Transonic Wing/Store Flow-Field Measurement] [Wing/Store Flow-Field Measurement at] [Dynamic Aeroelastic Instabilities of] [Comparison of Wind Tunnel] [The Rapid Prediction of] [Captive Trajectory System Test] [User Requirements and Information] [Comparison of Store Trajectory] [Insensitive Munitions Technology Transition] [Viscous flow simulations of] [Tangential, semisubmerged, and internal] [Tangential, semisubmerged, and internal] [New test techniques to] [Navier-Stokes Solutions for Flows] [Zhang et al. 2026a] [Das et al. 2026] [Türk and Güleren 2025] [Vishwajeet et al. 2025] [Cenko 2025] [Coley 2024] [Ahn et al. 2024] [Smith et al. 2024] [Savery and Coder 2024] [Campbell 2024] [Pandey et al. 2023] [Ailneni et al. 2023a] [As-1B Aircraft Store Integration Committee 2023] [Shin et al. 2023] [Gothard and Granlund 2022] [Song 2021] [Tamer 2021] [Fontanella et al. 2021] [Song and Ai 2021] [Mizrahi and Raveh 2019] [Gong and Wang 2019] [Dansie 2019] [Schoppert 2019] [de Vasconcelos et al. 2019] [Sinha and Garg 2018] [Guigue 2018] [Unal and Baran 2018] [Demir 2018] [Mizrahi and Raveh 2018] [Khaware et al. 2018] [As-1B Aircraft Store Integration Committee 2012] [As-1B Aircraft Store Integration Committee 2017] [Hiwale et al. 2017] [Masud et al. 2017] [Demir et al. 2017] [As-1B Aircraft Store Integration Committee 2008c] [Özgür et al. 2016] [Lei and Zheng-yin 2016] [Osman et al. 2016] [Padmanabhan et al. 2016] [Osman et al. 2015] [Kim et al. 2015] [Simulation of Store Separation 2014] [Barone and Arunajatesan 2014] [Flora et al. 2014] [Ruchała and Placek 2013] [Di et al. 2013] [Carter and Lind 2012a] [Binkley and Vanderwyst 2012] [Carter and Lind 2012b] [Carter 2012] [Hallberg et al. 2011] [Berglind and Tysell 2011] [Rusong et al. 2011] [Kraft and Lofthouse 2011] [Berglind and Tysell 2010] [Smith et al. 2010] [Finney 2010] [Cureton et al. 2010] [Morgret et al. 2009] [Keen et al. 2009] [Oktay et al. 2008] [Roughen et al. 2009] [Nelson and Cain 2009] [Perillo et al. 2009] [zhang et al 2008] [Johnson et al. 2008] [Hallberg et al. 2008] [Spinetti and Jolly 2008] [Charlton and Davis 2008] [Vaughn and Milton E. 2008] [Harding and Barton 2007] [Prananta et al. 2007] [Sickles et al. 2007] [Babcock 2007] [Hallberg and Godiksen 2007] [Cenko et al. 2007] [Harish et al. 2006] [Hallberg et al. 2006] [Guigue et al. 2006] [Mani et al. 2004] [Freeman 2006] [Freeman 2005] [Jiang et al. 2005] [Gleissl and Deslandes 2005] [Malmuth et al. 2005] [Dudley and Westmoreland 2004] [Martel 2003] [Freeman and Jolly 2004] [Noel et al. 2003] [Liu 2003] [Lesieutre et al. 2002] [Chen et al. 2002] [Davids and Cenko 2001] [Marcum 2001] [Ching 2000] [Deslandes and Seifert 2000] [Pan et al. 2000] [Kim and Lee 2000] [Nichols and Denny 1999] [Chan and Zhu 1999] [Cavallo et al. 1999] [Hoffren and Salminen 1999] [Garrell et al. 1999] [Stokes et al. 1999] [Tomaro et al. 1999] [Lijewski and Lijewski 1997] [Cline et al. 1996] [Welterlen and Leone 1996] [Coleman et al. 1996] [Kaykayoglu 1996] [Carlson et al. 1995] [Atwood 1995] [Moyer et al. 1995] [New Applications of Engineering 1994] [Cenko et al. 1994] [Lijewski and Suhs 1994] [Lan et al. 1994] [Ferguson and Getson 1994] [Kraft 1994] [Ahmad et al. 1993] [Cenko and Madson 1993] [Massengill 1993] [Newman et al. 1992] [Lijewski and Suhs 1992] [Chakravarthy and Szema 1991] [Szymkowiak and Silver 1990] [Formaggia et al. 1988] [Cenko et al. 1986] [Sorrells et al. 1984] [Triplett 1984] [Turner 1982] [Stallings 1982] [A New Approach 1981] [Aircraft Store Separation Motion 1980] [Maddox 1980] [Carman et al. 1980] [Billingsley et al. 1979] [Maddox et al. 1979] [Kiber 1977] [Spahr 1975] [Dillenius et al. 1975] [Spahr 1974] [Daniels and Clare 1973] [Burkhard 1973] [Brooks 1971] [Markarian 1971] [Black and Picklesimer 1971] [Black 1968] [Bacci and Saddington 2026] [Ben-Gida 2023] [Loupy et al. 2018] [Bower 2008] [Bower et al. 2004] [Cenko et al. 1995] [Cenko 1994]

Carriage loads and the weapons bay

Before a store separates it is carried, and carriage is a separate problem. A store in a bay or on a pylon changes the flow around both itself and the aircraft, and an internal bay adds an unsteady cavity flow that a pylon does not have. The aerodynamic prediction of the store itself, without which neither its carriage loads nor its separation can be computed, is gathered here as well, and so is the weapon bay of the unmanned combat aircraft.

54 records. [Static Stability and Drag] [Computational Fluid Dynamics Modeling] [Aerodynamic Stability Technology for] [Method to predict external] [Predicted Performance of a] [Lee and Lua 2026] [Chang 2025] [du Rand et al. 2024] [Prakash et al. 2024] [Gonzalez-Martino et al. 2023] [Waghmare et al. 2021] [Tembhurnikar et al. 2021] [Chin et al. 2020] [Lesieutre 2017] [Kholodar 2016] [Feng et al. 2010] [Heinze et al. 2009] [Cenko et al. 2008] [Mifsud et al. 2006] [Vaughn 2006] [Moore 2000] [Welterlen 2000] [Moore et al. 2000] [Packard and Miller 2000] [Tang and Dowell 1998] [Nichols et al. 1997] [Ozcan et al. 1995] [Ozcan et al. 1994] [Ozcan et al. 1993] [Cenko 1992] [Nichols et al. 1992] [Eastman 1992] [Blair and Stallings 1989] [Rosen 1988] [Blair and Stallings 1988] [Cenko et al. 1983] [Hemsch and Nielsen 1983] [Williams 1982] [Anderson 1981] [Krieger and Williams 1981] [Vukelich and Jenkins 1981] [Shadow 1978] [Quam 1978] [Kain et al. 1978] [Martin and Walkley 1975] [Martin et al. 1975] [Chadwick 1974] [Liu et al. 2023] [Hallissy and Hariharan 2014] [Lawson and Barakos 2012] [Lawson and Barakos 2010] [Maxwell and Dawson 2004] [Dawson and Maxwell 2003] [Dawson and Maxwell 2006]

The release mechanism, the ejector and the pit drop

The mechanism that pushes the store is a discipline in itself and it is a small literature beside the separation work it serves. Its records are rack and cartridge test reports, rack load and stress analyses, and a recent group of ejector force models. The ground test the budget books plan appears in this literature under its own name, as the modelling of ejection accelerations from store pit drop tests and as static ejection testing, which is how this article knows the test is standard practice and not improvised.

16 records. [Ailneni et al. 2023b] [Kariv and Raveh 2020] [Lucey 2019] [Stoykov and Atanasov 2016] [Krejci 2013] [Chen and Zhang 2013] [O’Bannon 1964] [Nguyen and Gebert 2023] [Stenftenagel and Gebert 2022] [Tian et al. 2022] [Bilal et al. 2016] [Kenkelen and Wieseman 1972] [Tactical Air Command Langley AFB VA 1963] [Erickson 1948] [Schoppert and Means] [Nguyen et al. 2026]

Mass, inertia and what a release does to stability

A release is a discontinuous change in the plant, and the control literature treats that as its own problem. Mass properties measurement, a centre of gravity that moves in flight, the response and control of an aircraft releasing or carrying asymmetric stores, and the stability analysis of time-varying systems are its four parts.

26 records. [Flight Article MASS Properties] [Flight Article MASS Properties] [Flight Article MASS Properties] [AIR Force Plant 77] [Control and Identification of] [Change-Point Detection and Adaptive] [Applied Time Domain Stability] [Medwetz 2024] [Li et al. 2017] [Vengate et al. 2016] [Liu and Lu 2011] [Sadraey 2009] [Mukherjee and Balaram 2008] [Kim 2006] [Shamma 1995] [Li et al. 2025] [Veeresha et al. 2025] [Antonić et al. 2024] [Park et al. 2024] [Ji et al. 2021] [Klappa and Fields 2021] [Manshadi and Saghafi 2018] [Safi’i et al. 2018] [Jing Zhang et al. 2009] [Cadwell] [Gade and Inman 1999]

Air launch and the carrier aircraft

Launching one air vehicle from another is a recurring idea with a long record, and the separation problem it poses is the same problem as a store’s with the sign of the interest reversed, because here the released object is the one that must survive.

17 records. [Air-Launched Windsonde] [Air-Launched Balloon System] [AIR Launched Rocketsounding Study] [Accuracy and Dispersion of] [Navy Air-Launched Missile Operating] [Flight Tests of the] [Thermal Stability of Six] [Report on Human Factors] [Stewart et al. 2026] [Cai et al. 2023] [Aleksandrovich and Nikolayevich 2020] [Haglind et al. 2007] [Graves and Robins 1979] [Brunner et al. 1976] [Goerttler and Schnepf 2024] [Goerttler and Schnepf 2022] [Anderson and Lopata 1996]

Folding surfaces and their deployment transient

A vehicle carried in a volume sized for a store must unfold, and the deployment is a transient with its own dynamics, its own structural loads and its own failure modes.

40 records. [Li et al. 2026] [Liu et al. 2026] [Zhang and Qin 2026] [Molz and Breitsamter 2026] [Karatzas et al. 2026] [Wei et al. 2026] [Wang 2026] [Zhang et al. 2026b] [Huang et al. 2025] [Hua et al. 2025] [Wang and Guo 2024a] [Qi et al. 2024] [Wang and Guo 2024b] [Han et al. 2024] [Watson and Gonzalez 2023] [Huang et al. 2023] [Zhao et al. 2023] [Zhang et al. 2023] [Zhang et al. 2022] [Wang et al. 2022] [Gao et al. 2021] [Yue and Zhao 2021] [Xu et al. 2019] [Geva et al. 2019] [Otsuka et al. 2018] [Zhang and Yang 2018] [Ya 2017] [Mills and Ajaj 2017] [Hayes et al. 2017] [Lee and Han 2016] [Fujita et al. 2014] [Yue et al. 2013a] [Zhao and Hu 2013] [Yue et al. 2013b] [Coffin et al. 2011] [Wang and Dowell 2011] [Obradovic and Subbarao 2011] [Ben and Jacob 2010] [Grant and Lind 2007] [Henry et al. 2005]

The premise, air-breathing against rocket

The programme’s motivation is a propulsion comparison and the comparison has a literature. Specific impulse methodology, the range equation and its extension to a payload released in flight, and the propulsion of cruise and tactical missiles are where the premise above is worked out properly.

33 records. [A General Method for] [Palaia 2026] [Batra et al. 2026] [Nguyen et al. 2025] [Frederick and Petrof 2024] [Luca et al. 2024] [Batra et al. 2023] [Cestino et al. 2023] [Harish et al. 2022] [Staack et al. 2021] [Chen 2021] [Wroblewski and Ansell 2020] [de Vries et al. 2020] [Ravishankar and Chakravarthy 2018] [Randle et al. 2011] [Fleeman 2008] [Cavcar 2006] [Bardell 2000] [Schindel 1999] [Chase et al. 1999] [Hoy 1989] [Stricker 1989] [High Specific Impulse Propulsion 1987] [Turk and Zeiner 1986] [Davis 1985] [Davis 1984] [Cruzen 1983] [Locke 1981] [Kramer and Buehler 1979] [Allen and Byrne 1965] [Powers 1960] [Deuschle 2025] [Tsukanov and Riabkov 2021]

A missile’s energy, its coast and its reach

This cluster is small, and what it holds is method rather than measurement. Its records are missile trajectory models and six-degree-of-freedom equations, launch range and launch acceptability region documents, missile drag against flight test, and ballistic coefficient estimation for other flying bodies. None of its titles names a particular missile’s reach, which is unsurprising for weapons effectiveness and is stated here because a reader should not take a thin record of the numbers for a thin subject.

20 records. [Zaikang and Defu 2019] [Warchulski and Warchulski 2016] [Herrmann 1996] [Holley et al. 1996] [Cliff and Kelley 1989] [Henton 1971] [Anderson 1970] [Barnett 1966] [Barnett 1962] [Eastman 1993] [Krieger 1983] [Krieger 1982] [Algorithms for Estimating a] [Біленко and Павлов 2018] [Murthy 2015] [Li et al. 2022] [Common Launch Acceptability Region] [Common Launch Acceptability Region] [Common Launch Acceptability Region] [Common Launch Acceptability Region]

Attritable and expendable air vehicles as a class

An attritable vehicle is a cost argument before it is an engineering one, and the literature accordingly weighs reliability, life-cycle cost and expendability alongside the guidance and identification of small, low-cost vehicles, and says little about their aerodynamics.

10 records. [Ma et al. 2021] [Comparing the Cost-Effectiveness 2021] [Colombi et al. 2017] [Krings et al. 2013] [Erdman and Mitchum 2013] [Dorobantu et al. 2013] [Kahn and Edwards 2012] [Bateman et al. 2007] [Case Study 2007] [Hawkins 1989]

Recovery of a test article

A recovery system on a vehicle meant to be expended is a test-programme artefact, and the parachute and decelerator literature is where its sizing lives.

21 records. [Drag and Performance Characteristics] [To n.d.] [Dinh n.d.] [Drynan n.d.] [Pepermans et al. 2018] [Clark et al. 2015] [Gallon and Witkowski 2015] [Cook 2013] [Guidotti et al. 2012] [Wolf and Fallon 2011] [Morris and Olson 2011] [Witkowski 1999] [Behr 1989] [Pepper 1984] [Pepper 1980] [Pepper 1979] [Pepper 1977] [Whalley 1973] [Flatau and Miller 1970] [Babish 1966] [Ericksen et al. 1966]

Demonstrator practice

This cluster is nearly empty, and for a reason of its own. Writing about how to run a demonstrator programme is mostly institutional rather than indexed, so the indexed literature holds almost none of it. The practice is real and the literature about the practice is thin.

2 records. [Artificial Intelligence Techniques for] [Flight Test Programme 1970]

Where the Framing Breaks Down

Treating this aircraft through a store mass fraction is the right frame, yet it misleads in at least seven ways, each named here so that a reader need not find it.

The Keystone Parameter Cannot Be Evaluated

$\mu$ is unpublished because the vehicle’s mass is unpublished, so every figure in this article that depends on it is a sweep rather than a measurement. The sweep’s brackets are argued from the engine’s provenance and that argument is an inference. A reader who takes the 17.94 percent of the $\mu_v$ display under The Research Question as this aircraft’s store mass fraction is taking the middle of a sweep as a fact, and this article’s only defence against that is to keep saying so.

A Static Margin Band Is a Judgement and the Bound Inherits It

The admissible store arm was derived from a requirement that the static margin stay inside a band. The band is not derived from anything here. A vehicle with a full-authority digital control system and a deliberately relaxed static margin may tolerate a far larger excursion than a conventionally stable aeroplane, and some combat aircraft are flown statically unstable on purpose. The bound is therefore conditional on a stability philosophy this article does not know.

The Release Is Treated as Instantaneous

Every relation above compares a before state with an after state. A real release has a duration, during which the store is partly supported, partly free, and aerodynamically interfering with the vehicle it is leaving. The difficulty lives in the transient, the part that closed-form mass arithmetic cannot reach. This article’s mathematics describes the endpoints of the event the programme exists to study.

The Plume Is Not Treated At All

If the missile’s motor ignites within a few body lengths of the vehicle, the vehicle is in a rocket exhaust. Pressure, temperature and particulates on a structure sized for cruise are a design driver, and nothing in this article addresses them. Whether the missile is ejected and coasts clear before ignition, or fires while attached, is not established by any document read here, and the two cases are not close to each other in difficulty.

The Drag Model Behind the Reach Numbers Is One Coefficient

The coast derivation assumes a constant drag coefficient and a constant density. A real missile flies through a changing atmosphere at a changing Mach number with a drag coefficient that varies considerably across the transonic region, and it manoeuvres, which costs further energy. The calibration against published reach figures is the reason to trust the comparison between the carrier and the missile, but gives no reason to trust any single reach figure as a prediction.

The Comparison Flatters the Carrier by Ignoring What It Costs to Carry

The carrier must itself be carried. A launch aircraft giving up a station or a bay volume to a vehicle of this size gives up the stores it would otherwise have carried there, and the reach gain should properly be computed per unit of launch-aircraft capacity rather than per missile. This article does not compute that, because the vehicle’s volume and the exchange ratio against conventional stores are both unpublished. The omission is in the optimistic direction and is the most important of the seven.

The Mission Statement Under the Frame Is Not Official

The register’s mission sentence is the compiler’s, as the second section established. The budget books describe a programme and not an aeroplane. So the frame is built on an official programme objective and an unofficial aircraft description, and a reader should hold the aircraft-level claims more loosely than the programme-level ones.

The Source Base

The research survey holds 417 records across 11 clusters, cited alongside 26 primary sources read directly. Its records come from NASA’s Technical Reports Server, the Defense Technical Information Center and the journal, conference and standards registries that Crossref indexes. 365 of the 417 carry a year and 349 of those are dated 2025 or earlier, with a median year of 2009 and a range from 1948 to 2026, and the count is reported beside the fraction because adding contemporary work lowers the fraction while leaving the count unchanged.

The Reports Server Is the Wrong Server for This Subject

Only 8 of the 417 cited records carry an address on NASA’s Technical Reports Server, against 58 that carry a Defense Technical Information Center DOI.

That is not a thin literature, it is a subject living somewhere else. Store separation is a weapons integration discipline, and weapons integration is a defence activity and not a civil aeronautics one. An account of the literature drawn from the civil server alone would describe it as thin when it is large.

What This Article Read in Full

26 sources were read directly rather than surveyed by title. The designation register and its front matter. All seven budget justification books, for the programme entry, the funding columns, the plans lists and the programme element migration sentences. The sponsoring agency’s programme page and its announcement. The contractor’s announcement. The federal award record, for five awards and their contract data. Three defence journalism accounts. The compiler’s page on the designations of military aero-engines. An index record of the compatibility handbook, for its title, its date and the standard it supersedes. And the reference pages for the cruise missile that shares this aircraft’s engine, the missile the programme says it will carry, and the aircraft that will launch it. And the register’s page as archived on three dates, for the note under Statements in This Article That Postdate Its Own Date.

Every load-bearing anchor but the engine’s thrust rests on a primary document. The launch aircraft’s weights come from the service’s own fact sheet, read from a public archive snapshot because the service’s site refuses every client, and quoted by its pound figures because the sheet’s own metric conversion of its take-off weight is 291 kilograms low. The cruise missile’s mass and the word turbofan come from the manufacturer’s own datasheet. The atmosphere subsection’s constants carry the 1976 standard’s own tables, read as page images from an image-only scan. The missile’s dimensions and its baseline launch weight carry the service’s fact sheet, read from a public archive snapshot. The engine’s thrust figure is encyclopedia-sourced because neither manufacturer document states it, and the modelling mass for the missile is the encyclopedia’s heavy-variant figure by a stated choice, the service sheet giving the baseline variant. The thrust is the weakest link in the chain, anchoring as it does the thrust-to-weight table, the climb gradients and the mass sweep’s brackets.

And a small finding about the fact sheets themselves. Both of the service’s sheets convert their own pound figures to kilograms incorrectly, the aircraft’s take-off weight printed 291 kilograms low and the missile’s launch weight 1.2 kilograms low. This article therefore quotes both documents by their pound figures and converts at the definition of the pound, so that neither discrepancy becomes this article’s own.

And two documents are cited as addresses rather than as readings, which are different things and are kept apart. The broad agency announcement HR001120S0037, named by four awards, could not be retrieved from the federal opportunity portal, the public web archive or the sponsoring agency’s own site, and the discipline’s governing compatibility handbook sits behind the standards repository’s login, so only its index record was read. Each is cited by its nominal address, the portal page and the repository’s public search page, neither is counted among the 26 sources read directly, and no claim in this article rests on either document’s content.

The Definition of Primary

Primacy is a property of the document, and this survey derives it from the address. A record is a report primary when its address is on NASA’s Technical Reports Server, the Defense Technical Information Center or the Department of Energy’s Office of Scientific and Technical Information, or when its digital object identifier, or DOI, is one of their report DOIs. 67 of the 417, or 16.1 percent, are report primaries by that rule. Store separation is an aerospace engineering discipline published mainly through one professional society’s conferences and journals, and 222 of the 417, or 53.2 percent, carry a DOI under the prefix 10.2514 of the American Institute of Aeronautics and Astronautics, so most of the discipline’s first-hand work sits in the article registries and not on the government report servers. The rule therefore understates how much of the survey is first-hand, since a conference paper reporting a wind tunnel or flight test is a primary account of that test whatever its address.

Thin Subjects

Six subjects that this article’s derivations depend on have thin literatures. Each count below is the number of research records in this survey whose title carries at least one of the listed terms, with a hyphen read as a space. Where a row joins two groups of terms with the word together, a title must carry a term from each group.

Subject Title terms counted Records
a store released from an unmanned carrier uav, uavs, unmanned, ucav, ucavs, drone, drones together with store, stores, weapon, weapons, missile, missiles, release, separation, drop 9
the ejector’s force and stroke ejector, ejection 15
the plume of a missile fired near its carrier plume, plumes 1
a missile’s reach launch range, maximum range, reach, launch acceptability, engagement zone, engagement zones 6
the change of inertia at release inertia, inertias, moment of inertia, moments of inertia 1
the retrim after release trim, trims, trimmed, trimming, retrim, retrimming 0

The literature on unmanned carriers studies their bays more than their releases. Of the 9 titles, 4 name a weapon bay, and 3 concern something released from the unmanned vehicle itself, of which 1 names a weapon. The keystone, a small unmanned vehicle releasing a store of large mass fraction, therefore rests on this article’s own arithmetic rather than on a published analysis.

The ejector’s force has become a modelling subject only recently. Of the 15 titles, 4 model the ejector’s force or the acceleration it imparts, and all 4 date from 2022 or later. The recoil and reduced-mass relations under The Ejector Pushes Back are classical mechanics and do not depend on those models, but the cartridge impulse they take as an input does.

The plume appears once, in a simulation of missile plumes for aircraft and store compatibility assessments, which is consistent with this article’s own decision to leave the plume out of scope.

The reach literature is method without a missile. None of the 6 titles names a particular missile, so the reach figures under The Premise rest on the coast model calibrated against the encyclopedia’s published range figures.

Inertia and trim are named almost nowhere. One title names inertia, and it concerns the time-varying inertias of a variable-sweep morphing aircraft rather than a release. No title names trim, so the two inertia corrections and the retrim demand derived above stand on the relations shown and not on a measured case.

What the Survey Admits

A record is admitted only when a person reading its title finds it on this article’s subject, and twin deposits of one document under one title are merged so that each document is cited once. The subject is read as the eleven literatures the clusters name, each of which a section of this article uses, from the release of a carried store and its carriage, mechanism and effect on the carrier, through air launch, folding surfaces and recovery, to the propulsion premise, a missile’s reach, attritable vehicles and demonstrator practice.

Several words this subject depends on also name something else, and a record that shares only such a word is excluded. Breguet names a watchmaker and an aircraft maker as well as the range equation. Store also names a shop, a memory in cognitive psychology and the storey of a building, and centre of gravity also names a concept in economic geography. Trajectory also describes strategic and ballistic missile flight from burnout to impact and boost-glide flight, which are missile flight rather than store release, and it describes missile guidance, autopilot design, evasion and terminal trajectory optimisation, which are excluded for the same reason. Specific impulse also belongs to spacecraft electric and laser propulsion, and air-breathing propulsion also names combustion, thermal management and teaching, which are excluded because the premise is a comparison and not a survey of engines. Air-launched also describes oceanographic instruments dropped from aircraft, loading also describes the ground equipment that loads an aircraft gun, ejection also names a pilot’s seat and a hydrocyclone, and time-varying also names classes of systems with delay, periodicity or special structure, which are excluded because a release is a step change. Correction notices, withdrawal notices and withdrawn papers are excluded as well, because a survey counts research records and those are editorial events rather than works.

Separation is the hardest of these words, because its largest other use is aeronautical. Boundary-layer separation, flow separation, leading-edge separation and turbulent separation control are the largest aeronautical users of the word separation. They are aerodynamics, so no test of whether a title is aeronautical tells them apart from store separation. A title is therefore read as on this subject only when it names a thing that is carried and released, and the word separation standing alone admits nothing.

Some records of doubtful relevance are kept. Air-launched meteorological sondes and balloon systems, ballistic coefficient estimation for re-entry bodies and non-lethal projectiles, mass properties reports for an intercontinental ballistic missile, air-breathing and rocket propulsion compared for trans-atmospheric and space transport vehicles, propellant chemistry for an air-launched missile, cooperative air combat tactics read through weapon engagement zones, and a fixed-wing unmanned aircraft delivering a payload each share either the carried and released object or the physics of a release or a coast with this subject, so each is kept and a reader may weigh it accordingly.

Every research title has been read for relevance, so the off-topic share that remains is a matter of reading judgement. A reading of titles cannot show that a work is relevant in substance, so this is a statement about titles only.

Epistemic State

Historical fact, from documents read for this article.

The X-68A designation was allocated on 20 August 2025 to General Atomics, with the engine, sponsor and description cells as quoted, and the description carries a span-level officiality mark whose effect is that the name is official Department wording and the mission sentence is not. The programme is LongShot, sponsored by the Defense Advanced Research Projects Agency. Five awards in the federal award record carry it, totalling 148,305,710.65 dollars, with the parties, dates, amounts, offer counts and product codes as tabulated. Seven budget justification books carry a programme entry, the funding figures and restatements are as tabulated, and the programme moved from programme element 0603286E project AIR-01 to programme element 0603468E project ACX-01 beginning in fiscal year 2026 [Parsch, DOD 4120.15-L Addendum] [USAspending federal award record] [DARPA PB2021 justification] [DARPA PB2027 justification].

Engineering analysis, derived here from published anchors and stated assumptions.

Every relation in the sizing and premise sections is derived here and not cited, and each is a closed-form consequence of mass, geometry and the two propulsion relations. None of it is measured from this aircraft, because no mass, dimension or aerodynamic coefficient of this aircraft is published. The ballistic decay model is calibrated against the published reach of the missile family the programme names, which is the only external check available to it.

Where each load-bearing anchor rests. The launch aircraft’s weights are the service fact sheet’s pound figures exactly converted. The cruise missile’s mass and its engine’s type are the manufacturer’s datasheet. The atmosphere constants are the 1976 standard’s adopted tables. The carried missile’s dimensions and baseline weight are the service’s fact sheet, with the modelling mass the encyclopedia’s heavy-variant figure by the stated choice. The engine’s thrust is an encyclopedia’s figure and nothing stronger, and every result standing on it, the thrust-to-weight table, the climb gradients and the mass sweep’s brackets, inherits that weakness. The ratios and closed forms do not, since they are arithmetic whatever the inputs. Two reference definitions are addresses and not readings, the solicitation’s portal page and the standards repository’s search page for the compatibility handbook, each marked as such where cited, and neither document’s content informs any claim here.

Inference, labelled as such.

That the vehicle’s mass lies in the swept range of 1,000 to 3,000 kilograms is an inference from the engine’s provenance and is not stated anywhere. That the concept change the budget books record was a change in the aircraft rather than in the prose is an inference, supported by the award record’s preserved wording and by the engine being single mode. That the press figure for the demonstration award differs from the record’s because one is an initial obligation and the other a current total is a plausible explanation this article has not confirmed in any document.

What the record does not settle.

Whether WJ38-15 parses as a standard military engine designation, and therefore whether the register’s turbojet or the manufacturer designation’s turbofan is correct. Which of the two named individuals is currently the programme manager. Whether the missile fires while attached or coasts clear before ignition, which is the difference between two very different structural problems. Whether the in-flight missile separation demonstration that PB2024, PB2025 and PB2026 plan, and PB2027 does not name, was deferred, reorganised or removed, and in which year the ejection of a captive sub-munition that the announcement of February 2026 promises is to be flown. And the keystone itself, since no vehicle of this class has released a store of this mass fraction in flight in any record read here.

Statements in This Article That Postdate Its Own Date

This article is dated 13 December 2025 and a number of its statements are later. The survey is written from current knowledge and this section marks where, and this article has more such statements than most because its subject became public after its date.

The designation was allocated 115 days before this article’s date and announced 66 days after it, on 17 February 2026. So at the article’s date the designation had been allocated and had not been publicly announced.

A note on the register. The register row this article reads was not public at this article’s date either. The register’s page as archived on 10 December 2025 [Parsch, DOD 4120.15-L Addendum, as archived on 10 December 2025] and on 15 January 2026 [Parsch, DOD 4120.15-L Addendum, as archived on 15 January 2026] ends its research rows at the X-66A, and the page as archived on 1 February 2026 [Parsch, DOD 4120.15-L Addendum, as archived on 1 February 2026] carries the X-68A row, so the row first appeared between 15 January and 1 February 2026, 148 to 165 days after the allocation it records. Every reading of the row in this article is therefore a reading of a page later than the article’s date, like the announcement.

The following are outside the date and are used anyway, each marked where it appears.

  • The announcement of 17 February 2026 by the sponsoring agency and the contractor’s response.
  • The full-scale wind tunnel, parachute recovery and weapons-release milestones those announcements report.
  • The F-15 as the launch aircraft for the first flight tests, the statement that flight testing could begin as early as the end of 2026, and the statement that those tests will demonstrate the safe ejection of a captive sub-munition.
  • The name of the programme manager quoted in that announcement.
  • April 2026’s budget justification book, which is the seventh and the only one outside the date [DARPA PB2027 justification]. Its funding figures for fiscal years 2025 through 2027 and its plans lists are used, and every table marks which column came from it.
  • The statement that parachute recovery is intended for test and training and not combat.
  • The two defence journalism accounts of 2026 [The War Zone on the X-68A] [Air and Space Forces on the X-68A].
  • The federal award record, which was read in October 2026. The amounts stated are the record’s current totals and reflect contract modifications through May 2026, so the Phase 3 figure in particular may be larger than the figure that stood at this article’s date [USAspending federal award record].
  • The register row itself, as the note above explains.
  • The research literature, which is drawn from current indexes and includes records dated to 2026.

And two sources sit inside the date by their content and outside it by their reading. The two service fact sheets were read from archive snapshots taken on 1 and 4 December 2025, both inside this article’s date, so the pages cited are the pages as they stood at the time. The readings themselves, like every reading here, happened later.

Out of Scope

The engagement, the subject most writing about this programme chooses. Whether a forward-launched missile carrier changes air combat, what an adversary does about it, and how it interacts with the collaborative combat aircraft programmes are questions about operations rather than about an aeroplane, and this article is about an aeroplane.

The guidance and the datalink. A vehicle launching a missile at a target it did not find needs targeting data from somewhere, and the architecture that supplies it is a separate subject with its own literature. The PB2025 book plans weapon integration and ground testing as a separate line [DARPA PB2025 justification], and that integration is not treated here.

The missile itself. The programme plans to use existing missiles and this article takes one of them as a mass, a length and a published reach. Its seeker, its fuze, its warhead and its control system are out of scope.

The plume and the structural response to it, named in the framing section as a gap rather than dismissed. It would need a thermal and pressure analysis this article does not attempt.

Aeroelasticity. Store-induced flutter appears in the literature cluster because it is part of the discipline, and this article’s mathematics is rigid-body throughout. A folding surface on a slender vehicle releasing a heavy store is an aeroelastic problem and is not treated as one here.

The cost of the vehicle. The attritable literature is cited as a body and the vehicle’s unit cost is not public, so the economics that would decide whether this is bought are absent.

The other designations in this article’s neighbourhood, which have their own articles in this series.

Conclusion

The X-68A is an aeroplane whose every official word is bookkeeping, and whose purpose has no official word but its name. The register that names it marks its mission sentence as the compiler’s, and no other research allocation in that register is marked that way. The budget justification books describe the programme at length, though not the aircraft. No public Department document read for this article says what the X-68A is.

What those books do say, four times running, is what the programme is for. It exists to address the stability and control challenges of launching air-to-air missiles from a relatively small unmanned vehicle, and that sentence is the research question. The reach benefit that every account of the programme leads with is the motivation, and the motivation is arithmetic. A missile’s reach is logarithmic in its speed ratio, so doubling it with a bigger motor would take the propellant fraction from about 0.402 to about 0.746 and leave nothing for a warhead. The same distance costs an air-breathing carrier a fuel fraction near 0.013. Separating the transit from the endgame is not an optimisation but the only available move, and that is why the programme exists.

The research question is a mass ratio. A fighter releasing one of these missiles sheds about 0.601 percent of itself. A vehicle of this class releasing two sheds something near 17.94 percent, a factor of about 30. Everything follows from that one number, amplified by the factor that grows faster than it does. The centre of gravity moves, the static margin can be spent in a single event, the trim demand lands hardest where control power is scarcest, the inertia changes by two corrections rather than one, an asymmetric release loads the lateral control, and the ejector pushes the launcher as hard as it pushes the store.

The budget books also show the programme becoming this aeroplane. It began as a weapon system with multi-mode propulsion, and in a window of 11 months between two books it became an air-breathing vehicle carrying existing missiles. The award record corroborates that independently, holding the original concept verbatim in a contract description dated January 2021, and the single-mode cruise missile engine in the register’s cell is the physical trace of the same change.

And the plans tell one more thing that no single book reveals. The in-flight release of a missile from the vehicle, which is the keystone as a demonstration, is planned by three consecutive books for three different years, is named as the missile’s separation only in the first of them, is joined by a ground drop of a substitute mass in the third, and is not named at all in the first book after this article’s date, which plans the vehicle’s release for FY2026 and FY2027 while the announcement of two months earlier promises the ejection of a captive sub-munition without a year. A plans list is a summary and not a schedule, so this is an observation about documents rather than a claim about engineering. It is recorded because the thing the programme states it exists to retire slipped two fiscal years like any other milestone and then lost its year in the published plans, and a reader of any one book would not see it.

At this article’s date nothing had flown. The designation was 115 days old and unannounced, the flight test campaign had not begun, and captive carry had been promised by three consecutive books for three different years. The question remains open, and a good one, because the answer transfers to every vehicle that tries to carry a weapon it is barely larger than.

Equations

This section collects the 54 display equations of the article in the order they appear, each under its number and reproduced exactly as it stands in the text. A title in bold names an established result, and a title in italics beginning with the word Bespoke names a construction made for this analysis. Of the 54, 33 are established and 21 are bespoke. Masses are in kilograms, lengths in metres and angles in radians, with the sources’ pound and inch figures converted at the exact definitions, and several letters are fixed by the symbol table, so $K$ is the static margin while $\kappa$ is the ratio of specific heats, $a$ is the speed of sound while $a_z$ is an acceleration, and $\mu$ is the store mass fraction rather than a gravitational parameter.

Equation 1, Store Mass Fraction. The store mass fraction is the mass of the store released divided by the mass of the vehicle immediately before release.

\[\mu \;=\; \frac{m_s}{m_0} \tag{1}\]

Equation 2, Bespoke Store Mass Fractions of the Fighter and This Vehicle. The fractions take the fighter at the 26,875 kilogram midpoint of its published empty and maximum masses and this vehicle at an assumed 1,800 kilograms, which gives two missiles a fraction about 30 times the fighter’s one. AIM-120 AMRAAM F-15E fact sheet

\[\mu_f \;=\; \frac{161.5\ \text{kg}}{26{,}875\ \text{kg}} \;=\; 0.00601, \qquad \mu_v \;=\; \frac{2 \times 161.5\ \text{kg}}{1{,}800\ \text{kg}} \;=\; 0.1794, \qquad \frac{\mu_v}{\mu_f} \;=\; 29.9 \;\approx\; 30 \tag{2}\]

Equation 3, Bespoke Midpoint Mass of the Fighter. The fact sheet’s 37,500 and 81,000 pounds are converted at the exact definition of the pound and reduced to their midpoint of 26,875 kilograms, which the article adopts as the fighter’s mass. F-15E fact sheet

\[\begin{aligned} 37{,}500\ \text{lb} \times 0.45359237\ \tfrac{\text{kg}}{\text{lb}} &\;=\; 17{,}009.7\ \text{kg}, \qquad 81{,}000\ \text{lb} \times 0.45359237\ \tfrac{\text{kg}}{\text{lb}} \;=\; 36{,}741.0\ \text{kg}, \\ \tfrac12\,(17{,}009.7 + 36{,}741.0)\ \text{kg} &\;=\; 26{,}875\ \text{kg}, \qquad 36{,}741.0\ \text{kg} - 36{,}450\ \text{kg} \;=\; 291\ \text{kg}. \end{aligned} \tag{3}\]

Equation 4, Baseline Missile Mass Against the Chosen Variant. The baseline missile’s 335 pounds converts to 151.95 kilograms, which is 0.941 of the 161.5 kilogram variant the article carries. AIM-120 fact sheet

\[335\ \text{lb} \times 0.45359237\ \tfrac{\text{kg}}{\text{lb}} \;=\; 151.95\ \text{kg}, \qquad \frac{151.95\ \text{kg}}{161.5\ \text{kg}} \;=\; 0.941 \tag{4}\]

Equation 5, Ratio of the Two Mass Fractions. Dividing the two definitions of the store mass fraction for the same missile cancels its mass and leaves the store count times the ratio of the two launcher masses.

\[\frac{\mu_v}{\mu_f} \;=\; \frac{n\, m_s / m_{0,v}}{m_s / m_{0,f}} \;=\; n\, \frac{m_{0,f}}{m_{0,v}} \tag{5}\]

Equation 6, Bespoke Release Amplification Factor. The article defines the release amplification factor as the store mass fraction divided by one less that fraction, which equals the store mass over the mass that remains.

\[\alpha \;=\; \frac{\mu}{1 - \mu} \tag{6}\]

Equation 7, Bespoke Rate of Growth of the Amplification. The derivative of the amplification factor with respect to the store mass fraction is the reciprocal of the square of one less that fraction, so it diverges as the fraction approaches one.

\[\frac{d\alpha}{d\mu} \;=\; \frac{1}{(1-\mu)^2} \tag{7}\]

Equation 8, Bespoke Amplification Factors of the Fighter and This Vehicle. The amplification is evaluated at the fighter’s midpoint mass, at the assumed 1,800 kilogram vehicle releasing two missiles and at a fraction of one half, where it reaches one.

\[\alpha_f \;=\; \frac{161.5\ \text{kg}}{26{,}875\ \text{kg} - 161.5\ \text{kg}} \;=\; 0.00605, \qquad \alpha_v \;=\; \frac{323\ \text{kg}}{1{,}800\ \text{kg} - 323\ \text{kg}} \;=\; 0.2187, \qquad \alpha\big|_{\mu = 0.5} \;=\; \frac{0.5}{1 - 0.5} \;=\; 1 \tag{8}\]

Equation 9, Bespoke Mass Fraction Across the Bracketed Vehicle Mass. Because no mass is published for the aircraft, the article brackets it between 1,000 and 3,000 kilograms, which gives a pair of missiles a fraction from 0.323 down to 0.108.

\[\mu\big|_{m_0 = 1{,}000\ \text{kg}} \;=\; \frac{323\ \text{kg}}{1{,}000\ \text{kg}} \;=\; 0.323, \qquad \mu\big|_{m_0 = 3{,}000\ \text{kg}} \;=\; \frac{323\ \text{kg}}{3{,}000\ \text{kg}} \;=\; 0.108 \tag{9}\]

Equation 10, Bespoke Share of Reported Funding Placed in Awards. The funding total takes the largest of the figures the budget books give for each of fiscal years 2021 to 2025, a selection the article chose, and the awards in the record are 72.1 percent of it.

\[24.000 + 36.000 + 36.000 + 45.527 + 64.213 \;=\; 205.740, \qquad \frac{148.306\ \text{million dollars}}{205.740\ \text{million dollars}} \;=\; 0.721 \tag{10}\]

Equation 11, Spread of the Fiscal Year Figures. The largest figure reported for the year exceeds the lowest by 27.471 million dollars, which is 74.8 percent of the lowest. DARPA PB2025 justification DARPA PB2026 justification DARPA PB2027 justification

\[\frac{64.213 - 36.742}{36.742} \;=\; \frac{27.471}{36.742} \;=\; 0.748 \tag{11}\]

Equation 12, Mass After Release. The mass after release is the mass before release less the store mass, which is the original mass times one less the store mass fraction.

\[m_1 \;=\; m_0 - m_s \;=\; m_0 (1 - \mu) \tag{12}\]

Equation 13, Centre of Gravity After Release. Taking moments about a fixed datum before and after release places the remaining vehicle’s centre of gravity at the mass-weighted difference of the two first moments divided by the remaining mass.

\[x_{cg,1} \;=\; \frac{m_0 x_{cg,0} - m_s x_s}{m_0 - m_s} \tag{13}\]

Equation 14, Shift of the Centre of Gravity. Substituting the store arm into the moment balance reduces the shift of the centre of gravity to minus the amplification factor times the store arm.

\[\Delta x \;=\; x_{cg,1} - x_{cg,0} \;=\; -\,\frac{\mu}{1-\mu}\, d_s \;=\; -\,\alpha\, d_s \tag{14}\]

Equation 15, Vertical Acceleration at Release. With lift unchanged at the instant of release and the weight stepped down, Newton’s second law gives the remaining vehicle an upward acceleration of the amplification factor times standard gravity.

\[a_z \;=\; \frac{L - m_1 g_0}{m_1} \;=\; g_0\,\frac{m_0 - m_1}{m_1} \;=\; \alpha\, g_0 \tag{15}\]

Equation 16, Lift Coefficient for Level Flight After Release. At constant speed and dynamic pressure the lift coefficient needed for level flight falls in proportion to the mass that remains.

\[C_{L,1} \;=\; (1 - \mu)\, C_{L,0} \tag{16}\]

Equation 17, Change in Static Margin From an Internal Release. With the neutral point fixed because an internal store contributes no lift, the change in static margin is the centre-of-gravity shift expressed in mean aerodynamic chords.

\[\Delta K \;=\; -\,\frac{\Delta x}{\bar c} \;=\; \frac{\alpha\, d_s}{\bar c} \tag{17}\]

Equation 18, Bespoke Admissible Store Arm. Requiring the static margin to stay within a chosen band both before and after release bounds the store arm by the chord times the width of the band over the amplification factor.

\[\lvert d_s \rvert \;\le\; \frac{\bar c\,(K_{\max} - K_{\min})}{\alpha} \tag{18}\]

Equation 19, Trim Deflection After Release. The longitudinal control must cancel the pitching moment that the shifted centre of gravity creates, which takes a deflection proportional to the lift coefficient and the shift and inversely proportional to the control power.

\[\Delta\delta \;=\; \frac{C_L}{C_{m\delta}}\cdot\frac{\Delta x}{\bar c} \;=\; -\,\frac{C_L\,\alpha\, d_s}{C_{m\delta}\,\bar c} \tag{19}\]

Equation 20, Pitch Inertia After Release. The store’s own inertia and its parallel-axis term leave with it, and the remaining inertia is then transferred to the new centre of gravity by a second parallel-axis correction.

\[I_{y,1} \;=\; \underbrace{I_{y,0} - I_s - m_s d_s^2}_{\text{about the old centre of gravity}} \;-\; m_1 \Delta x^2 \tag{20}\]

Equation 21, Rolling Moment From an Asymmetric Store. A single remaining store at a spanwise station produces a rolling moment equal to its weight times the load factor times its station.

\[M_x \;=\; m_s\, g_0\, n_z\, y_s \tag{21}\]

Equation 22, Roll Control Deflection to Hold the Wings Level. Setting the asymmetric rolling moment against the roll control’s authority at the current dynamic pressure gives the deflection required to hold the wings level.

\[\delta_{\text{roll}} \;=\; \frac{\mu\, m_0\, g_0\, n_z\, y_s}{q\,S\,b\,C_{l\delta}} \tag{22}\]

Equation 23, Open-Loop Roll Acceleration and Bank Growth. The rolling moment over the roll inertia gives a constant angular acceleration, and from rest the bank angle grows as half that acceleration times the square of the time.

\[\dot p \;=\; \frac{M_x}{I_x}, \qquad \phi(t) \;=\; \tfrac12\, \dot p\, t^2 \tag{23}\]

Equation 24, Bespoke Roll Transient Half a Second After Release. The transient takes an assumed 1,800 kilogram vehicle, an assumed roll radius of gyration of 0.4 metres and an assumed store station of 0.3 metres at a load factor of one, which gives about 13 degrees of bank after half a second.

\[\begin{aligned} M_x &\;=\; 161.5\ \text{kg} \times 9.80665\ \text{m s}^{-2} \times 1 \times 0.3\ \text{m} \;=\; 475\ \text{N m}, \\ \dot p &\;=\; \frac{475\ \text{N m}}{1{,}638.5\ \text{kg} \times (0.4\ \text{m})^2} \;=\; 1.812\ \text{rad s}^{-2}, \qquad \phi(0.5\ \text{s}) \;=\; \tfrac12 \times 1.812 \times 0.5^2 \;=\; 0.2265\ \text{rad} \;=\; 12.98^\circ \end{aligned} \tag{24}\]

Equation 25, Bespoke Bounds on the Roll Transient. The corners of the article’s assumed brackets on the roll radius of gyration and the store station bound the bank angle after half a second between about 6 and 31 degrees.

\[\phi\big|_{k_x = 0.5,\ y_s = 0.2} \;=\; \frac{161.5 \times 9.80665 \times 0.2}{2 \times 1{,}638.5 \times 0.5^2}\, (0.5)^2 \;=\; 0.0967\ \text{rad} \;=\; 5.5^\circ, \qquad \phi\big|_{k_x = 0.3,\ y_s = 0.4} \;=\; \frac{161.5 \times 9.80665 \times 0.4}{2 \times 1{,}638.5 \times 0.3^2}\, (0.5)^2 \;=\; 0.537\ \text{rad} \;=\; 30.8^\circ \tag{25}\]

Equation 26, Recoil Velocity of the Launcher. Conservation of momentum gives the vehicle a recoil equal to the ejection velocity times the ratio of the store mass to the remaining mass, which is the amplification factor.

\[\Delta V_r \;=\; \frac{m_s}{m_1}\, v_e \;=\; \alpha\, v_e \tag{26}\]

Equation 27, Relative Separation Velocity and Reduced Mass. Treating the ejection as a two-body problem, the relative separation velocity is the cartridge impulse divided by the reduced mass of store and launcher.

\[v_{rel} \;=\; \frac{J}{m_r}, \qquad m_r \;=\; \frac{m_s\, m_1}{m_0} \;=\; \mu\,(1-\mu)\, m_0 \tag{27}\]

Equation 28, Launcher’s Share of the Cartridge Energy. Momentum conservation alone gives the launcher a share of the cartridge energy equal to the store mass fraction.

\[\frac{E_c^{(1)}}{E_c} \;=\; \frac{\alpha}{1 + \alpha} \;=\; \mu \tag{28}\]

Equation 29, Pitch Rate From the Ejector’s Angular Impulse. An ejector force acting at the store arm for the stroke time delivers an angular impulse, and dividing by the pitch inertia after release gives the pitch rate imparted.

\[\dot\theta \;=\; \frac{F_e\, d_s\, \tau}{I_{y}} \tag{29}\]

Equation 30, Bespoke Pitch Inertia of a Uniform Slender Body. The article estimates the pitch inertia by assuming the vehicle is a slender body of uniform density, which gives one twelfth of its mass times the square of its length.

\[I_y \;\approx\; \tfrac{1}{12}\, m_1\, l^2 \tag{30}\]

Equation 31, Effective Specific Impulse From Fuel Consumption. An engine’s effective specific impulse is the reciprocal of its thrust specific fuel consumption times standard gravity.

\[I_{sp} \;=\; \frac{1}{c_T\, g_0} \tag{31}\]

Equation 32, Bespoke Ratio of Air-Breathing to Rocket Specific Impulse. The article states its premise as the ratio of air-breathing to rocket specific impulse, about fifteen for a small turbofan at 3,500 seconds against a solid motor at 235 seconds.

\[\Lambda \;=\; \frac{I_{sp,\text{air}}}{I_{sp,\text{rocket}}} \tag{32}\]

Equation 33, Troposphere of the Standard Atmosphere. The temperature falls linearly with geopotential height, the pressure follows from hydrostatic balance with the ideal gas law, and the density follows from the equation of state. U.S. Standard Atmosphere 1976 1976

\[T_a(h) \;=\; T_{a,0} - \Gamma h, \qquad p_a(h) \;=\; p_{a,0}\left(\frac{T_a}{T_{a,0}}\right)^{g_0 / (\Gamma R)}, \qquad \rho \;=\; \frac{p_a}{R\, T_a} \tag{33}\]

Equation 34, Speed of Sound in an Ideal Gas. The speed of sound is the square root of the ratio of specific heats times the specific gas constant times the temperature. U.S. Standard Atmosphere 1976 1976

\[a \;=\; \sqrt{\kappa\, R\, T_a} \tag{34}\]

Equation 35, Geometric Height From Geopotential Height. The standard atmosphere’s effective Earth radius converts the cruise geopotential height of 10,668 metres to a geometric height of 10,685.9 metres, a difference of 1.7 parts in a thousand. U.S. Standard Atmosphere 1976 1976

\[Z \;=\; \frac{r_0\, h}{r_0 - h} \;=\; \frac{6{,}356{,}766 \times 10{,}668}{6{,}346{,}098}\ \text{m} \;=\; 10{,}685.9\ \text{m}, \qquad \frac{Z - h}{h} \;=\; \frac{h}{r_0 - h} \;=\; 0.00168 \tag{35}\]

Equation 36, Bespoke Exponential Speed Decay of a Coasting Missile. Neglecting gravity and holding the density and drag coefficient constant along the coast, the article writes the deceleration against distance and obtains a speed that decays exponentially with a characteristic length.

\[m\,V\frac{dV}{ds} \;=\; -\tfrac12 \rho V^2 C_D A \qquad\Longrightarrow\qquad V(s) \;=\; V_b\, e^{-s/\ell}, \qquad \ell \;=\; \frac{2m}{\rho\, C_D A} \tag{36}\]

Equation 37, Bespoke Reach Under a Terminal Speed Requirement. In the article’s exponential coast model the reach is the decay length times the natural logarithm of the ratio of burnout speed to the required arrival speed.

\[s_{\max} \;=\; \ell \ln\!\frac{V_b}{V_f} \tag{37}\]

Equation 38, Bespoke Burnout Speed for a Required Reach. Inverting the article’s coast model gives the burnout speed a motor must deliver, which grows exponentially with the reach required.

\[V_b \;=\; V_f\, e^{s_{\max}/\ell} \tag{38}\]

Equation 39, Propellant Fraction From the Rocket Equation. The rocket equation gives the propellant fraction needed for a velocity increment as one less the exponential of minus that increment over the effective exhaust velocity.

\[\zeta_p \;=\; 1 - \exp\!\left(-\frac{\Delta V}{I_{sp,\text{rocket}}\, g_0}\right) \tag{39}\]

Equation 40, Breguet Range Differential. In steady cruise the thrust equals the weight over the lift-to-drag ratio, so each increment of distance costs fuel in proportion to the mass carried.

\[dR \;=\; V\, dt \;=\; -\,V\, I_{sp}\, \frac{L}{D}\, \frac{dm}{m} \tag{40}\]

Equation 41, Breguet Range and Fuel Fraction. Integrating the range differential gives the Breguet range, and inverting it gives the fuel fraction the carrier spends to fly a given distance.

\[R_c \;=\; V\, I_{sp}\, \frac{L}{D}\, \ln\!\frac{1}{1-\zeta} \qquad\Longrightarrow\qquad \zeta \;=\; 1 - \exp\!\left(-\frac{R_c}{V\, I_{sp}\, (L/D)}\right) \tag{41}\]

Equation 42, Bespoke Marginal Exchange Rates of Distance for Mass. The derivative of the Breguet range is set against the derivative of the article’s coast-model reach with respect to propellant, which compares what the next kilogram buys the carrier and the missile.

\[\frac{dR_c}{dm_f} \;=\; \frac{V\, I_{sp}\, (L/D)}{m}, \qquad \frac{dR_m}{dm_p} \;=\; \frac{\ell}{V_b}\,\frac{I_{sp,r}\, g_0}{m_s} \tag{42}\]

Equation 43, Bespoke Reach Gain. The article defines the reach gain as the carrier’s range plus the missile’s over the missile’s alone, an additive measure that makes the benefit linear in the carrier’s range.

\[G \;=\; \frac{R_c + R_m}{R_m} \;=\; 1 + \frac{R_c}{R_m} \tag{43}\]

Equation 44, Bespoke Arrival Energy Ratio From Carrier Transit. Under the article’s exponential coast model, removing the carrier’s transit from the missile’s fly-out multiplies its arrival kinetic energy by the exponential of twice the carrier range over the decay length. DARPA PB2022 justification

\[\frac{E_f(s)}{E_f(s + R_c)} \;=\; \exp\!\left(\frac{2 R_c}{\ell}\right) \tag{44}\]

Equation 45, Bespoke Time of Flight of a Coasting Missile. Integrating the reciprocal of the article’s exponentially decaying speed over distance gives a time of flight that is convex in the distance flown.

\[t \;=\; \int_0^{s}\frac{ds'}{V_b\, e^{-s'/\ell}} \;=\; \frac{\ell}{V_b}\left(e^{s/\ell} - 1\right) \tag{45}\]

Equation 46, Thrust-to-Weight Ratio. The thrust-to-weight ratio is the thrust divided by the mass times standard gravity.

\[\frac{T}{W} \;=\; \frac{T}{m\, g_0} \tag{46}\]

Equation 47, Steady Climb Gradient and Specific Excess Power. In a steady climb the sine of the flight-path angle is the thrust-to-weight ratio less the reciprocal of the lift-to-drag ratio, and the specific excess power is the speed times that sine.

\[\sin\gamma \;=\; \frac{T}{W} - \frac{1}{L/D}, \qquad P_s \;=\; V \sin\gamma \tag{47}\]

Equation 48, Bespoke Thrust Lapse With Density. The article takes the simplest lapse, in which a turbojet’s thrust falls in proportion to the air density ratio.

\[T(h) \;\approx\; T_0\, \frac{\rho}{\rho_0} \tag{48}\]

Equation 49, Missile Length and Diameter in Metric Units. The fact sheet’s length of 143.9 inches and diameter of 7 inches convert at the exact definition of the inch to 3.655 metres and 177.8 millimetres. AIM-120 fact sheet

\[143.9\ \text{in} \times 0.0254\ \tfrac{\text{m}}{\text{in}} \;=\; 3.655\ \text{m}, \qquad 7\ \text{in} \times 25.4\ \tfrac{\text{mm}}{\text{in}} \;=\; 177.8\ \text{mm} \tag{49}\]

Equation 50, Hinge Rotation and Deployment Time. A folding panel obeys the rigid-body rotation equation about its hinge, and from rest under a constant torque the time to sweep a given angle is the square root of twice the inertia times the angle over the torque.

\[I_h\, \ddot\theta_h \;=\; M_h - M_{a}(\theta_h), \qquad t_d \;=\; \sqrt{\frac{2\, I_h\, \Delta\theta_h}{M_h}} \tag{50}\]

Equation 51, Separation Distance With the Launcher Clamped. With the launcher clamped, the store leaves at the cartridge impulse over its own mass and then falls under gravity.

\[s(t) \;=\; \frac{J}{m_s}\, t \;+\; \tfrac12\, g_0\, t^2 \tag{51}\]

Equation 52, Flight to Pit Ratio of Separation Speeds. In flight the impulse divides by the reduced mass rather than the store mass, so the separation speed exceeds the pit value by the reciprocal of one less the store mass fraction.

\[\frac{v_{rel}^{\mathrm{flight}}}{v_{rel}^{\mathrm{pit}}} \;=\; \frac{m_s}{m_r} \;=\; \frac{1}{1-\mu} \tag{52}\]

Equation 53, Trajectory Deviation From an Aerodynamic Force. A constant aerodynamic force on the separating store displaces it by half the force over the store mass times the square of the time, the same form as the gravity term.

\[\Delta s(t) \;=\; \tfrac12\, \frac{F_a}{m_s}\, t^2 \tag{53}\]

Equation 54, Bespoke Pit Correction for This Vehicle. The correction is evaluated at an assumed vehicle mass of 1,800 kilograms, which gives 9.9 percent for one missile and 21.9 percent for both, so 7 metres a second in the pit becomes 7.69 in flight.

\[\frac{1}{1 - 161.5/1{,}800} \;=\; 1.099, \qquad \frac{1}{1 - 323/1{,}800} \;=\; 1.219, \qquad 7\ \text{m s}^{-1} \times 1.099 \;=\; 7.69\ \text{m s}^{-1} \tag{54}\]

Notation

  • $m_s$, the mass of the store released
  • $m_0$, the mass of the vehicle immediately before release
  • $m_1$, the mass of the vehicle immediately after release
  • $\mu$, the store mass fraction, the keystone
  • $\alpha$, the release amplification factor, $\mu$ over one less $\mu$
  • $n_z$, the load factor at release, lift divided by weight
  • $x_s$, the station of the store’s centre of mass, measured positive aft
  • $x_{cg,0}$, the station of the vehicle’s centre of gravity before release, with $x_{cg,1}$ the station after
  • $d_s$, the store arm, positive for a store aft of the centre of gravity
  • $\Delta x$, the shift in the centre of gravity caused by the release
  • $\bar c$, the mean aerodynamic chord
  • $\Delta K$, the change in the static margin $K$, the distance from the centre of gravity to the neutral point in chords
  • $y_s$, the spanwise station of the store
  • $C_L$, the lift coefficient
  • $C_{m\delta}$, the pitching moment per radian of longitudinal control
  • $C_{l\delta}$, the rolling moment per radian of lateral control
  • $I_s$, the store’s moment of inertia about its own centre of mass
  • $I_{y,1}$, the pitch moment of inertia after release, written $I_y$ elsewhere
  • $v_e$, the velocity imparted to the store by the ejector
  • $\Delta V_r$, the vehicle’s recoil velocity
  • $F_e$, the ejector force
  • $\tau$, the ejector stroke duration
  • $\dot\theta$, the pitch rate
  • $g_0$, standard gravity, 9.80665 metres per second squared by definition
  • $c_T$, the thrust specific fuel consumption
  • $I_{sp}$, the specific impulse in seconds
  • $\Lambda$, the ratio of air-breathing to rocket specific impulse
  • $L/D$, the lift-to-drag ratio in cruise
  • $\zeta$, the fuel mass fraction, with $\zeta_p$ the missile’s propellant fraction
  • $R_c$, the range flown by the carrier vehicle
  • $R_m$, the range flown by the missile under its own power
  • $G$, the reach gain, total reach divided by the missile’s alone
  • $\ell$, the ballistic decay length of a coasting missile
  • $C_D$, the drag coefficient
  • $V_b$, the missile velocity at motor burnout
  • $V_f$, the missile speed at arrival, the terminal requirement
  • $s_{\max}$, the reach of the missile at the terminal speed requirement
  • $E_f$, the missile kinetic energy at arrival
  • $M_x$, the rolling moment
  • $a_z$, the net vertical acceleration after release
  • $m_r$, the reduced mass of the store and launcher pair
  • $E_c^{(1)}$, the launcher’s share of the cartridge energy $E_c$
  • $I_x$, the roll moment of inertia
  • $k_x$, the roll radius of gyration
  • $\dot p$, the roll acceleration, the rate of change of the roll rate
  • $\phi$, the bank angle
  • $J$, the ejector cartridge impulse
  • $v_{rel}$, the relative separation velocity of store and launcher
  • $F_a$, the aerodynamic force on the separating store
  • $\gamma$, the flight-path angle
  • $P_s$, the specific excess power
  • $I_h$, the hinge-axis inertia of one folding panel
  • $M_h$, the hinge drive torque
  • $\theta_h$, the panel fold angle
  • $t_d$, the deployment time
  • $Z$, the geometric height
  • $r_0$, the effective Earth radius of the 1976 standard atmosphere
  • $T_a$, the air temperature
  • $p_a$, the static pressure
  • $\Gamma$, the tropospheric lapse rate
  • $\kappa$, the ratio of specific heats
  • $\rho$, the air density, with $\rho_0$ its sea-level value

References

Primary Sources, Peer-Reviewed

  • Ailneni, Sanketh., Sudesh. K. Kashyap, David LivingStone, Amitabh Saraf, and Nandan Kumar Sinha. 2023b. “Aircraft External Stores Ejection Acceleration Modelling from Store Pit Drop Tests.” In 2023 3rd International Conference on Range Technology (ICORT). IEEE. https://doi.org/10.1109/icort56052.2023.10248982
  • Aleksandrovich, Lyapin Nikita, and Evdokimenkov Veniamin Nikolayevich. 2020. “Assessment of the Air-Launched Weapons Impact on the Effectiveness of the Unmanned Aerial Vehicle Control Guaranteeing Algorithm during the Air Target Interception.” In 2020 International Conference on Dynamics and Vibroacoustics of Machines (DVM). IEEE. https://doi.org/10.1109/dvm49764.2020.9243877
  • Allen, Donald R., and William M. Byrne. 1965. “Specific Impulse Calculations for Air-Breathing Propulsion.” AIAA Journal 3 (5): 984–85. https://doi.org/10.2514/3.3041
  • Atwood, Christopher A. 1995. “Computation of a Controlled Store Separation from a Cavity.” Journal of Aircraft 32 (4): 846–52. https://doi.org/10.2514/3.46800
  • Babcock, Judson. 2007. “Applied Computational Fluid Dynamics in Support of Aircraft/Store Compatibility and Weapons Integration-2007 Edition.” In 2007 DoD High Performance Computing Modernization Program Users Group Conference. IEEE. https://doi.org/10.1109/hpcmp-ugc.2007.11
  • Bacci, David, and Alistair J. Saddington. 2026. “Statistical Analysis of Store Release from a Weapon Bay at Transonic Mach Number.” Defence Technology 60: 64–78. https://doi.org/10.1016/j.dt.2025.11.032
  • Batra, Aman, Reiko Raute, and Robert Camilleri. 2023. “On the Range Equation for Hybrid-Electric Aircraft.” Aerospace 10 (8): 687. https://doi.org/10.3390/aerospace10080687
  • Batra, Aman, Reiko Raute, and Robert Camilleri. 2026. “An Improved Analytical Range Equation for Fully Fueled Aircraft Incorporating Climb, Cruise, and Descent Phases.” Aerospace 13 (6): 514. https://doi.org/10.3390/aerospace13060514
  • Blair, A. B., and R. L. Stallings. 1989. “Cavity Door Effects on Aerodynamic Loads of Stores Separating from Cavities.” Journal of Aircraft 26 (7): 615–20. https://doi.org/10.2514/3.45811
  • Cavcar, Mustafa. 2006. “Bréguet Range Equation?” Journal of Aircraft 43 (5): 1542–44. https://doi.org/10.2514/1.17696
  • Cenko, A., R. Meyer, and F. Tessitore. 1986. “Further Development of the Influence Function Method for Store Aerodynamic Analysis.” Journal of Aircraft 23 (8): 656–61. https://doi.org/10.2514/3.45358
  • Cestino, Enrico, Davide Pisu, Vito Sapienza, Lorenzo Chesta, and Valentina Martilla. 2023. “A New Range Equation for Hybrid Aircraft Design.” Aerospace 10 (11): 955. https://doi.org/10.3390/aerospace10110955
  • Chadwick, William R. 1974. “External-Store Loads Using Nonplanar Lifting Surface Theory.” Journal of Aircraft 11 (3): 181–88. https://doi.org/10.2514/3.60346
  • Chin, Daniel, Aaron Turpin, and Kenneth Granlund. 2020. “Time-Dependent Aerodynamic Loads on Single and Tandem Stores in a Supersonic Cavity.” Journal of Aircraft 57 (4): 702–14. https://doi.org/10.2514/1.c035749
  • Ching, Tan Kok. 2000. “Grid Survey Approach to Store Separation Trajectory Prediction.” Journal of Aircraft 37 (4): 736–38. https://doi.org/10.2514/2.2662
  • Colombi, John, Bryan Bentz, Ryan Recker, Brandon Lucas, and Jason Freels. 2017. “Attritable Design Trades: Reliability and Cost Implications for Unmanned Aircraft.” In 2017 Annual IEEE International Systems Conference (SysCon). IEEE. https://doi.org/10.1109/syscon.2017.7934767
  • Cureton, Chris W., Greg D. Power, and William E. Sisson Jr. 2010. “USAF M&S Support to Aircraft/Store Compatibility, Certification, and Clearance: Status of Dedicated High Performance Computing Investment Project.” In 2010 DoD High Performance Computing Modernization Program Users Group Conference. IEEE. https://doi.org/10.1109/hpcmp-ugc.2010.69
  • Daniels, P., and T. A. Clare. 1973. “Angular Momentum and the Aircraft-Store Separation Problem.” Journal of Aircraft 10 (8): 511–12. https://doi.org/10.2514/3.44388
  • Das, Arpan, Errol Hale, Michael Candon, and Pier Marzocca. 2026. “Machine-Learning-Based Real-Time Trajectory Prediction of Store Release from Cavity.” Journal of Aircraft: 1–14. https://doi.org/10.2514/1.c038854
  • de Vasconcelos, Luiz Eduardo Guarino, Nelson Paiva Oliveira Leite, André Yoshimi Kusumoto, Leandro Roberto, and Cristina Moniz Araujo Lopes. 2019. “Store Separation: Photogrammetric Solution for the Static Ejection Test.” International Journal of Aerospace Engineering 2019: 1–18. https://doi.org/10.1155/2019/6708450
  • de Vries, Reynard, Maurice F. M. Hoogreef, and Roelof Vos. 2020. “Range Equation for Hybrid-Electric Aircraft with Constant Power Split.” Journal of Aircraft 57 (3): 552–57. https://doi.org/10.2514/1.c035734
  • Dillenius, Marnix F. E., Frederick K. Goodwin, and Jack N. Nielsen. 1975. “Analytical Prediction of Store Separation Characteristics from Subsonic Aircraft.” Journal of Aircraft 12 (10): 812–18. https://doi.org/10.2514/3.59876
  • Dorobantu, Andrei, Austin Murch, Bérénice Mettler, and Gary Balas. 2013. “System Identification for Small, Low-Cost, Fixed-Wing Unmanned Aircraft.” Journal of Aircraft 50 (4): 1117–30. https://doi.org/10.2514/1.c032065
  • Eastman, Donald W. 1993. “Comparison of Missile Flight-Test Drag with Aerodynamic Predictions.” Journal of Spacecraft and Rockets 30 (6): 682–88. https://doi.org/10.2514/3.26373
  • Flora, Thomas J., Mark F. Reeder, Andrew Lofthouse, and Neal Kraft. 2014. “Dynamic Store Release of Ice Models from a Cavity into Mach 2.9 Flow.” Journal of Aircraft 51 (6): 1927–41. https://doi.org/10.2514/1.c032459
  • Formaggia, L., J. Peraire, and K. Morgan. 1988. “Simulation of a Store Separation Using the Finite Element Method.” Applied Mathematical Modelling 12 (2): 175–81. https://doi.org/10.1016/0307-904x(88)90009-1
  • Freeman, J. A. 2005. “Applied Computational Fluid Dynamics in Support of Aircraft/Store Compatibility and Weapons Integration: 2005 Edition.” In 2005 Users Group Conference (DOD-UGC’05). IEEE. https://doi.org/10.1109/dodugc.2005.12
  • Freeman, J. A., and B. A. Jolly. 2004. “Applied Computational Fluid Dynamics in Support of Aircraft/store Compatibility and Weapons Integration: 2004 Edition.” In 2004 Users Group Conference (DOD_UGC’04). IEEE. https://doi.org/10.1109/dod_ugc.2004.5
  • Gade, Prasad V. N., and Daniel J. Inman. 1999. “Robust Adaptive Control of Store Release Event for Wings with External Stores.” Journal of Guidance, Control, and Dynamics 22 (3): 408–14. https://doi.org/10.2514/2.4412
  • Geva, Amit, Haim Abramovich, and Rimon Arieli. 2019. “Investigation of a Morphing Wing Capable of Airfoil and Span Adjustment Using a Retractable Folding Mechanism.” Aerospace 6 (8): 85. https://doi.org/10.3390/aerospace6080085
  • Goerttler, Andreas, and Christian Schnepf. 2024. “Numerical Investigation of an Unmanned Aerial Vehicle Launch from Military Transport Aircrafts.” Journal of Aircraft 61 (3): 695–708. https://doi.org/10.2514/1.c037360
  • Gothard, William D., and Kenneth O. Granlund. 2022. “Store Separation Trajectory Clusters from Machine Learning.” Journal of Aircraft 59 (1): 117–25. https://doi.org/10.2514/1.c036261
  • Guidotti, G., C. Richiello, P. de Matteis, and G. Russo. 2012. “Design, Development, Testing, and in-Flight Qualification of a Parachute Recovery System.” Journal of Spacecraft and Rockets 49 (4): 700–708. https://doi.org/10.2514/1.a32163
  • Guigue, A., M. Ahmadi, and F. Tang. 2006. “On the Kinematic Analysis and Design of a Redundant Manipulator for a Captive Trajectory Simulation System (CTS).” In 2006 Canadian Conference on Electrical and Computer Engineering. IEEE. https://doi.org/10.1109/ccece.2006.277725
  • Harish, Anusha, Jonathan Gladin, and Dimitri Mavris. 2022. “Universal Range Equation for Unconventional Aircraft Concepts.” In 2022 IEEE Transportation Electrification Conference & Expo (ITEC). IEEE. https://doi.org/10.1109/itec53557.2022.9814012
  • Heinze, Sebastian, Ulf Ringertz, and Dan Borglund. 2009. “Assessment of Uncertain External Store Aerodynamics Using Mu-p Flutter Analysis.” Journal of Aircraft 46 (3): 1062–68. https://doi.org/10.2514/1.39158
  • Hua, Siyu, Xugang Wang, and Zhongyuan Wang. 2025. “Rigid–Elastic Coupling Dynamics of Morphing Wing Aircraft.” Aerospace 12 (4): 327. https://doi.org/10.3390/aerospace12040327
  • Huang, Yongchang, Xiangying Guo, and Dongxing Cao. 2023. “Aerodynamic Characteristics of a Z-Shaped Folding Wing.” Aerospace 10 (9): 749. https://doi.org/10.3390/aerospace10090749
  • Ji, Chang-ho, Chong-sup Kim, and Byoung-Soo Kim. 2021. “A Hybrid Incremental Nonlinear Dynamic Inversion Control for Improving Flying Qualities of Asymmetric Store Configuration Aircraft.” Aerospace 8 (5): 126. https://doi.org/10.3390/aerospace8050126
  • Jiang, L. Y., F. C. Tang, A. Benmeddour, and F. Fortin. 2005. “Sting Effects on Store Captive Loads.” Journal of Aircraft 42 (4): 983–90. https://doi.org/10.2514/1.9783
  • Jing Zhang, Lingyu Yang, and Gongzhang Shen. 2009. “Modeling and Attitude Control of Aircraft with Center of Gravity Variations.” In 2009 IEEE Aerospace conference. IEEE. https://doi.org/10.1109/aero.2009.4839615
  • Karatzas, Eleftherios, Eleftherios Nikolaou, Antonis Pitsis, et al. 2026. “Conceptual Design and Analysis of a Tube-Launched Fixed-Wing UAV with Integrated Folding Wing Systems.” Aerospace Science and Technology 168: 111248. https://doi.org/10.1016/j.ast.2025.111248
  • Kariv, Daniel, and Daniella E. Raveh. 2020. “Dynamic Response of an Elastic Aircraft to Ripple Store Ejection.” Journal of Aircraft 57 (4): 635–51. https://doi.org/10.2514/1.c035707
  • Kholodar, Denis B. 2016. “Aircraft Control Surface and Store Freeplay-Induced Vibrations in Aeroelastic Stability Envelope.” Journal of Aircraft 53 (5): 1538–48. https://doi.org/10.2514/1.c033772
  • Kim, Duk Hyun, Jae Hoon Choi, and Oh Joon Kwon. 2015. “Detached Eddy Simulation of Weapons Bay Flows and Store Separation.” Computers & Fluids 121: 1–10. https://doi.org/10.1016/j.compfluid.2015.07.022
  • Kim, Dong-Hyun, and In Lee. 2000. “Transonic and Low-Supersonic Aerodynamic Analysis of a Wing with Underpylon/Store.” Journal of Aircraft 37 (1): 189–92. https://doi.org/10.2514/2.2582
  • Krieger, Robert J. 1983. “Supersonic Missile Aerodynamic and Performance Relationships for Long Range Mission Profiles.” In 1983 American Control Conference. IEEE. https://doi.org/10.23919/acc.1983.4788274
  • Krings, Matthias, Bjorn Annighofer, and Frank Thieleckey. 2013. “ULTRA: Unmanned Low-Cost Testing Research Aircraft.” In 2013 American Control Conference. IEEE. https://doi.org/10.1109/acc.2013.6580044
  • Lee, Shing Chung, and Kim Boon Lua. 2026. “Aeroacoustic Optimizations of Internal Bay Cavity Flow Control Devices.” Journal of Aircraft: 1–11. https://doi.org/10.2514/1.c038959
  • Lei, Yang, and Ye Zheng-yin. 2016. “The Interference Aerodynamics Caused by the Wing Elasticity during Store Separation.” Acta Astronautica 121: 116–29. https://doi.org/10.1016/j.actaastro.2015.12.039
  • Li, Jianqing, Changsheng Gao, Wuxing Jing, and Yidi Fan. 2017. “Nonlinear Vibration Analysis of a Novel Moving Mass Flight Vehicle.” Nonlinear Dynamics 90 (1): 733–48. https://doi.org/10.1007/s11071-017-3691-y
  • Li, Pengfei, Yuehui Ji, Yu Song, Junjie Liu, and Zengqiang Chen. 2025. “Fault-Tolerant Control of Post-Stall Maneuver for Fighter Aircraft against Center of Gravity Shift and Actuator Faults.” International Journal of Robust and Nonlinear Control 35 (11): 4581–96. https://doi.org/10.1002/rnc.7925
  • Li, Chunyun, Zhiyong Liu, Huangchao Yu, and Yongbo Li. 2026. “Internal-External Flow Transition Effects on Multibody Separation Dynamics of Folding-Wing UAVs: A Coupled CFD-MBD Approach.” Aerospace Science and Technology 176: 112622. https://doi.org/10.1016/j.ast.2026.112622
  • Li, Wei-hua, Jing-ping Shi, Yun-yan Wu, Yue-ping Wang, and Yong-xi Lyu. 2022. “A Multi-UCAV Cooperative Occupation Method Based on Weapon Engagement Zones for beyond-Visual-Range Air Combat.” Defence Technology 18 (6): 1006–22. https://doi.org/10.1016/j.dt.2021.04.009
  • Lijewski, Lawrence E., and Norman E. Suhs. 1994. “Time-Accurate Computational Fluid Dynamics Approach to Transonic Store Separation Trajectory Prediction.” Journal of Aircraft 31 (4): 886–91. https://doi.org/10.2514/3.46575
  • Liu, Jenn-Long. 2003. “Trajectory Analyses of External Store Separation by Using the Euler Equations.” Journal of Aircraft 40 (1): 206–8. https://doi.org/10.2514/2.3077
  • Liu, Jun, Xinyu Ai, Wei Qian, Xing Li, Yize Zhao, and Xin Hu. 2026. “Coupled Flight Dynamics and Aeroelasticity Research of Flexible Flying Wing Aircraft with Folding Wingtips.” Aerospace Science and Technology 168: 111042. https://doi.org/10.1016/j.ast.2025.111042
  • Liu, Yu, Binqi Chen, Yong Shi, and A. Rong. 2023. “Visualization of Pressure Fluctuation Characteristics of Weapon Bay on Unmanned Aerial Vehicle Using Delayed Detached Eddy Simulation.” Journal of Visualization 27 (1): 75–87. https://doi.org/10.1007/s12650-023-00947-x
  • Liu, Liu, and YuFeng Lu. 2011. “Stability Analysis for Time-Varying Systems via Quadratic Constraints.” Systems & Control Letters 60 (10): 832–39. https://doi.org/10.1016/j.sysconle.2011.06.007
  • Loupy, G. J. M., G. N. Barakos, and N. J. Taylor. 2018. “Store Release Trajectory Variability from Weapon Bays Using Scale-Adaptive Simulations.” AIAA Journal 56 (2): 752–64. https://doi.org/10.2514/1.j056485
  • Maddox, Arthur R. 1980. “Store Separation Trajectory Analysis.” Journal of Aircraft 17 (11): 769–73. https://doi.org/10.2514/3.44686
  • Maddox, A. R., R. E. Dix, and G. R. Mattasits. 1979. “In-Flight Captive Store Loads Compared with Wind-Tunnel and Mathematical Simulations.” Journal of Aircraft 16 (5): 289–95. https://doi.org/10.2514/3.58521
  • Manshadi, A. D., and F. Saghafi. 2018. “In-Flight Estimation of Time-Varying Aircraft Center of Gravity Position Based on Kinematics Approach.” Journal of Aircraft 55 (5): 2037–49. https://doi.org/10.2514/1.c034973
  • Martel, J. D. 2003. “Applied Computational Fluid Dynamics (ACFD) in Support of Aircraft-Store Compatibility and Weapons Integration.” In 2003 User Group Conference. Proceedings. IEEE. https://doi.org/10.1109/dodugc.2003.1253385
  • Martin, Fred W., Grady H. Saunders, and Charles J. Smith. 1975. “Image System Solution for Store Aerodynamics with Interference. I.” Journal of Aircraft 12 (3): 151–55. https://doi.org/10.2514/3.44429
  • Martin, Fred W., and Kenneth B. Walkley. 1975. “Image System Solution for Store Aerodynamics with Interference. II.” Journal of Aircraft 12 (3): 156–61. https://doi.org/10.2514/3.44430
  • Mills, Josh, and Rafic Ajaj. 2017. “Flight Dynamics and Control Using Folding Wingtips: An Experimental Study.” Aerospace 4 (2): 19. https://doi.org/10.3390/aerospace4020019
  • Mizrahi, Izhak, and Daniella E. Raveh. 2019. “Wing Elasticity Effects on Store Separation.” Journal of Aircraft 56 (3): 1231–49. https://doi.org/10.2514/1.c035204
  • Molz, Andreas, and Christian Breitsamter. 2026. “Investigation of Flared Folding Wing Tips on Gust Load Alleviation Potential Based on URANS Simulations.” Aerospace Science and Technology 179: 113432. https://doi.org/10.1016/j.ast.2026.113432
  • Nguyen, Phi-Minh, Quoc-Viet Pham, Nhu-Van Nguyen, Van-Truong Nguyen, Thien-Bach Nguyen, and Cong-Truong Dinh. 2026. “Efficient Data Acquisition for External Store Static Ejection Testing in Compliance with MIL-HDBK-1763.” Journal of Aircraft: 1–7. https://doi.org/10.2514/1.c039097
  • Obradovic, B., and K. Subbarao. 2011. “Modeling of Dynamic Loading of Morphing-Wing Aircraft.” Journal of Aircraft 48 (2): 424–35. https://doi.org/10.2514/1.c000313
  • Otsuka, Keisuke, Yinan Wang, and Kanjuro Makihara. 2018. “Versatile Absolute Nodal Coordinate Formulation Model for Dynamic Folding Wing Deployment and Flutter Analyses.” Journal of Vibration and Acoustics 141 (1): 011014. https://doi.org/10.1115/1.4041022
  • Ozcan, O., M. F. Unal, A. R. Aslan, Y. Bozkurt, and N. H. Aydin. 1995. “Aerodynamic Characteristics of External Store Configurations at Low Speeds.” Journal of Aircraft 32 (1): 161–70. https://doi.org/10.2514/3.46696
  • Padmanabhan, Madhusudan A., Earl H. Dowell, Jeffrey P. Thomas, and Crystal L. Pasiliao. 2016. “Store-Induced Limit-Cycle Oscillations Due to Nonlinear Wing-Store Attachment.” Journal of Aircraft 53 (3): 778–89. https://doi.org/10.2514/1.c033577
  • Pepper, William B. 1980. “Preliminary Report on Development of an Interim Parachute Recovery System for a Re-Entry Vehicle.” Journal of Aircraft 17 (3): 218–24. https://doi.org/10.2514/3.57895
  • Qi, Wuchao, Shimiao Wu, and Sumei Tian. 2024. “Flutter Characteristics of a Modified Z-Shaped Folding Wing Using a New Non-Intrusive Model.” Aerospace 11 (6): 425. https://doi.org/10.3390/aerospace11060425
  • Randle, William E., Cesare A. Hall, and Maria Vera-Morales. 2011. “Improved Range Equation Based on Aircraft Flight Data.” Journal of Aircraft 48 (4): 1291–98. https://doi.org/10.2514/1.c031262
  • Rusong, Zhu, Wang Fei, Li Ping, and Huang Xuhui. 2011. “The Continuous Dynamic Simulation Test of the Captive Trajectory System Used in 2.4m Transonic Wind Tunnel.” In 2011 Chinese Control and Decision Conference (CCDC). IEEE. https://doi.org/10.1109/ccdc.2011.5968378
  • Schoppert, T. C., and K. H. Means. 2003. “Dynamic Model of Store/rack Interface Reactions.” In 2003 IEEE Aerospace Conference Proceedings (Cat. No.03TH8652), vol. 6. IEEE. https://doi.org/10.1109/aero.2003.1235198
  • Shamma, Jeff S. 1995. “Robust Stability Analysis of Time-Varying Systems Using Time-Varying Quadratic Forms.” Systems & Control Letters 24 (1): 13–17. https://doi.org/10.1016/0167-6911(94)00010-s
  • Song, Wei, and Bangcheng Ai. 2021. “Analysis of Aircraft-Store Compatibility for Internal Weapons Separation.” Aerospace Science and Technology 110: 106528. https://doi.org/10.1016/j.ast.2021.106528
  • Spahr, Harold R. 1975. “Theoretical Store Separation Analyses of a Prototype Store.” Journal of Aircraft 12 (10): 807–11. https://doi.org/10.2514/3.59875
  • Staack, Ingo, Alejandro Sobron, and Petter Krus. 2021. “The Potential of Full-Electric Aircraft for Civil Transportation: From the Breguet Range Equation to Operational Aspects.” CEAS Aeronautical Journal 12 (4): 803–19. https://doi.org/10.1007/s13272-021-00530-w
  • Stewart, Reuben-Wayne, Jack Dooher, and Moble Benedict. 2026. “Flight Dynamics of a Hover-Capable Air-Launched Unmanned Aerial Vehicle.” Aerospace 13 (7): 616. https://doi.org/10.3390/aerospace13070616
  • Tamer, Aykut. 2021. “Aeroelastic Response of Aircraft Wings to External Store Separation Using Flexible Multibody Dynamics.” Machines 9 (3): 61. https://doi.org/10.3390/machines9030061
  • Tang, Deman, and Earl H. Dowell. 1998. “Unsteady Aerodynamic Forces and Aeroelastic Response for External Store of an Aircraft.” Journal of Aircraft 35 (5): 678–87. https://doi.org/10.2514/2.2377
  • Tembhurnikar, Payal, Mrunal Bhosale, Pramila Bote, Shreya Jadhav, Vijaykumar Gorfad, and Devabrata Sahoo. 2021. “Computational Analysis of Flow Field over Missile Separated from Weapon Bay Cavity at Mach 2 and 5.” In 2021 IEEE Pune Section International Conference (PuneCon). IEEE. https://doi.org/10.1109/punecon52575.2021.9686526
  • Triplett, William E. 1984. “Wind Tunnel Correlation Study of Aerodynamic Modeling for F/A-18 Wing-Store Tip-Missile Flutter.” Journal of Aircraft 21 (5): 329–34. https://doi.org/10.2514/3.44968
  • Turner, C. D. 1982. “Effect of Store Aerodynamics on Wing/Store Flutter.” Journal of Aircraft 19 (7): 574–80. https://doi.org/10.2514/3.57431
  • Wang, Jin-Gang, and Xiang-Ying Guo. 2024a. “Aerodynamic Analysis and Simulation for a Z-Shaped Folding Wing UAV.” Aerospace 11 (9): 769. https://doi.org/10.3390/aerospace11090769
  • Wang, Jin-Gang, and Xiang-Ying Guo. 2024b. “Research on the Flutter Characteristics of Folding Wings with Variable Swept Angles of the Outer Wing.” Aerospace Science and Technology 155: 109685. https://doi.org/10.1016/j.ast.2024.109685
  • Wang, Gang, Guosheng Xu, Yukun Wang, et al. 2022. “Deployment Modes and Aerodynamic Analysis of UAV Orthogonal Biaxial Folding Wing.” Aerospace 10 (1): 26. https://doi.org/10.3390/aerospace10010026
  • Watson, Morgan, and Felipe Gonzalez. 2023. “Design and Implementation of a Low-Cost Folding-Wing UAV for Model Rocket Deployment.” In 2023 IEEE Aerospace Conference. IEEE. https://doi.org/10.1109/aero55745.2023.10115901
  • Xu, Hao, Jinglong Han, Haiwei Yun, and Xiaomao Chen. 2019. “Calculation of the Hinge Moments of a Folding Wing Aircraft during the Flight-Folding Process.” International Journal of Aerospace Engineering 2019: 1–11. https://doi.org/10.1155/2019/9362629
  • Yue, Chengyu, and Yonghui Zhao. 2021. “Interpolation-Based Modeling Methodology for Efficient Aeroelastic Control of a Folding Wing.” International Journal of Aerospace Engineering 2021: 1–20. https://doi.org/10.1155/2021/8609211
  • Zhang, Bing, Hengxin Wang, Ming Hou, and Sitong Chen. 2026a. “Numerical Simulation of Flow-Control Effects on Flow Field and Store Separation Trajectory in a Curved-Lip Cavity.” International Journal of Aerospace Engineering 2026 (1): 4180583. https://doi.org/10.1155/ijae/4180583
  • Zhang, Haibo, Haolin Yang, Qi Dang, Guanghan Wang, Chen Song, and Chao Yang. 2026b. “Unsteady Aerodynamics of Elastic Avian-Inspired Morphing Wing during the Folding Process.” Aerospace Science and Technology 173: 111776. https://doi.org/10.1016/j.ast.2026.111776
  • Zhao, Yonghui, and Haiyan Hu. 2013. “Prediction of Transient Responses of a Folding Wing during the Morphing Process.” Aerospace Science and Technology 24 (1): 89–94. https://doi.org/10.1016/j.ast.2011.09.001
  • Zhao, Jiachi, Lifang Zeng, and Xueming Shao. 2023. “A Novel Prediction Method for Unsteady Aerodynamic Force on Three-Dimensional Folding Wing Aircraft.” Aerospace Science and Technology 137: 108287. https://doi.org/10.1016/j.ast.2023.108287

Primary Sources, Non-Peer-Reviewed

  • Ahmad, J., S. Shanks, and P. Buning. 1993. “Aerodynamics of Powered Missile Separation from F/A-18 Aircraft.” In 31st Aerospace Sciences Meeting. AIAA 1993-766. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.1993-766
  • Ahn, Kyehyun, J. M. Park, and Seungsoo Lee. 2024. “Analysis Method of Store Separation Trajectory in Open Cavity Using Monte Carlo Simulation.” Journal of the Korean Society for Aeronautical & Space Sciences 52 (2): 101–9. https://doi.org/10.5139/jksas.2024.52.2.101
  • Aiello, Gennaro F., and Michael C. Bateman. 1979. Aerodynamic Stability Technology for Maneuverable Missiles. Volume I. Configuration Aerodynamic Characteristics. Defense Technical Information Center. https://doi.org/10.21236/ada070250
  • Ailneni, Sanketh, Sudesh Kumar Kashyap, Amitabh Saraf, David Livingstone, and A. Kabadwal. 2023a. “Airborne Separation Inertial System (ASIS) and Trajectory Computation of Aircraft Launched Stores – a Solution to Store Separation in Flight Testing.” In AIAA AVIATION 2023 Forum. AIAA 2023-3779. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2023-3779
  • “Aircraft Store Separation Motion Prediction via Grid Data Trajectories.” 1980. In 11th Aerodynamic Testing Conference. AIAA 1980-462. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.1980-462
  • Allee, E. G., Jr. 1980. Store Separation Testing Techniques at the Arnold Engineering Development Center, Volume 4. Description of Dynamic Drop Store Separation Testing. Defense Technical Information Center. https://doi.org/10.21236/ada087490
  • Anderson, G. 1970. “Air-to-Air Missile Trajectories for Maximization of Launch Range.” In Guidance, Control and Flight Mechanics Conference. AIAA 1970-980. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.1970-980
  • Anderson, C. F. 1981. Aerodynamic Characteristics and Store Loads of a 1/24-Scale F-111 Aircraft Model with Three External Store Loadings. Defense Technical Information Center. https://doi.org/10.21236/ada109449
  • Anderson, Eric, and Jacob Lopata. 1996. “Using a Modified SR-71 Aircraft and Air-Launched Expendable Rockets to Place Small Payloads into Orbit.” In 32nd Joint Propulsion Conference and Exhibit. AIAA 1996-2774. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.1996-2774
  • Antonić, Vuk, Milenko Trifković, and Vojimir Molović. 2024. “Small Fixed-Wing UAV Precision Aerial Drop Capability Development.” In 11th International Scientific Conference on Defensive Technologies - OTEX 2024 - zbornik radova. Military Technical Institute, Belgrade. https://doi.org/10.5937/oteh24016a
  • As-1B Aircraft Store Integration Committee. 2005. Common Launch Acceptability Region (CLAR) Truth Data Generator Interface Control Document (ICD) for the CLAR Approach (CLARA). https://doi.org/10.4271/air5788
  • As-1B Aircraft Store Integration Committee. 2007. Common Launch Acceptability Region Approach Interface Control Document (CLARA ICD). https://doi.org/10.4271/air5682
  • As-1B Aircraft Store Integration Committee. 2008a. Common Launch Acceptability Region Approach (CLARA) Rationale Document. https://doi.org/10.4271/air5712
  • As-1B Aircraft Store Integration Committee. 2008b. Common Launch Acceptability Region Approach Requirements Document (CLARA RD). https://doi.org/10.4271/air5566
  • As-1B Aircraft Store Integration Committee. 2008c. Interface Standard, Miniature Mission Store Interface. https://doi.org/10.4271/as5725
  • As-1B Aircraft Store Integration Committee. 2012. Generic Aircraft-Store Interface Framework (GASIF). https://doi.org/10.4271/air5532a
  • As-1B Aircraft Store Integration Committee. 2017. Aircraft/Store Common Interface Control Document Format Standard. https://doi.org/10.4271/as5609a
  • As-1B Aircraft Store Integration Committee. 2023. Interface Standard, Miniature Mission Store Interface. https://doi.org/10.4271/as5725c
  • “ASSIST Quick Search.” n.d. Accessed October 24, 2026. https://quicksearch.dla.mil/qsSearch.aspx
  • Babish, Charles, III. 1966. “Drag Let-l Staging through Modification of Supersonic Wake Fiews by Trailing Aerodynamic Decelerators.” In Aerodynamic Deceleration Systems Conference. AIAA 1966-1506. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.1966-1506
  • Bamber, Millard J. 1961. Aircraft Store Trajectories Predicted from Wind-Tunnel Investigations Compared with Full-Scale Flight Results. Defense Technical Information Center. https://doi.org/10.21236/ad0267450
  • Bardell, N. S. 2000. “A Generalisation of the Breguet Range Equation for Multiple Payload Drops.” Aeronautical Journal 104 (1042): 635–49. https://doi.org/10.1017/s0001924000096895
  • Barnett, Bruce. 1962. Trajectory Equations for a Six-Degree-of-Freedom Missile. Defense Technical Information Center. https://doi.org/10.21236/ad0615569
  • Barnett, B. 1966. Trajectory Equations for a Six-Degree-of-Freedom Missile Using a Fixed-Plane Coordinate System. Defense Technical Information Center. https://doi.org/10.21236/ad0634267
  • Barone, Matthew F., and Srinivasan Arunajatesan. 2014. “Pressure Loading within Rectangular Cavities with and without a Captive Store.” In 52nd Aerospace Sciences Meeting. AIAA 2014-1406. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2014-1406
  • Bateman, Thomas, Jacob Nelson, and Brian Argrow. 2007. “A Low Cost, Rapid Construction Unmanned Aircraft Design.” In AIAA Infotech@Aerospace 2007 Conference and Exhibit. AIAA 2007-2703. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2007-2703
  • Baysal, Oktay. 1991. Viscous Flow Simulations of Internal Store Carriage and Separation. NASA-CR-185343. NASA. https://ntrs.nasa.gov/citations/19910016809
  • Baysal, Oktay, Robert L. Stallings Jr., and Elizabeth B. Plentovich. 1989. “Navier-Stokes Solutions for Flows Related to Store Separation.” In NASA Computational Fluid Dynamics Conference. Volume 1: Sessions 1-6. https://ntrs.nasa.gov/citations/19910001548
  • Behr, Vance. 1989. “The Development and Testing of the HISAC Parachute Recovery System.” In 10th Aerodynamic Decelerator Conference. AIAA 1989-921. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.1989-921
  • Ben, Loh, and Jamey Jacob. 2010. “In-Flight Deployment Dynamics of Inflatable Wings.” In 48th AIAA Aerospace Sciences Meeting Including the New Horizons Forum and Aerospace Exposition. AIAA 2010-54. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2010-54
  • Ben-Gida, Hadar. 2023. “Experimental Study of an Air-to-Ground Store Release from a Jet-Fighter Weapons Bay in Transonic Flow Conditions.” In AIAA AVIATION 2023 Forum. AIAA 2023-4497. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2023-4497
  • Berglind, Torsten, and Lars Tysell. 2010. “Numerical Investigation of the Impact of Maneuver on Store Separation Trajectories.” In 28th AIAA Applied Aerodynamics Conference. AIAA 2010-4241. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2010-4241
  • Berglind, Torsten, and Lars Tysell. 2011. “Time-Accurate CFD Approach to Numerical Simulation of Store Separation Trajectory Prediction.” In 29th AIAA Applied Aerodynamics Conference. AIAA 2011-3958. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2011-3958
  • Bilal, Ahmed, CAE, and S. S. Shah. 2016. “CAD Modeling of Store Carrying Rack-9 / Store Carrying Rack-9A, Their Aerodynamic Analysis and Validation through Wind Tunnel Test.” Journal of Applied Fluid Mechanics 9 (3): 1237–46. https://doi.org/10.18869/acadpub.jafm.68.228.22971
  • Billingsley, J. P., R. H. Burt, and J. T. Best. 1979. Store Separation Testing Techniques at the Arnold Engineering Development Center. Volume 3. Description and Validation of Captive Trajectory Store Separation Testing in the Von Karman Facility. Defense Technical Information Center. https://doi.org/10.21236/ada068319
  • Binkley, Brian, and Anton Vanderwyst. 2012. “Application of Statistical Techniques to Analyze and Model Trajectory Envelopes for Subscale Store Separation Testing.” In 30th AIAA Applied Aerodynamics Conference. AIAA 2012-3337. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2012-3337
  • Black, R. 1968. “High-Speed Store Separation: Correlation between Wind-Tunnel and Flight-Test Data.” In 3rd Aerodynamics Testing Conference. AIAA 1968-361. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.1968-361
  • Black, R., and J. Picklesimer. 1971. “Captive Trajectory Technique Improvements of Store Separation Studiesin a Wind Tunnel.” In 6th Aerodynamics Testing Conference. AIAA 1971-282. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.1971-282
  • Blackburn, C. P., and D. B. George. 1964. Air Launched Rocketsounding Study. Defense Technical Information Center. https://doi.org/10.21236/ad0600400
  • Blair, A., Jr., and R. Stallings Jr. 1988. “Cavity Door Effects on Aerodynamic Loadings of Compressed-Carriage Store Configurations Separating from Cavities at Supersonic Speeds.” In 26th Aerospace Sciences Meeting. AIAA 1988-333. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.1988-333
  • Bower, William. 2008. “Mach 2 Rocket Sled Demonstration of Weapon Release with Active Flow Control.” In 5th AIAA Theoretical Fluid Mechanics Conference. AIAA 2008-4334. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2008-4334
  • Bower, William, V. Kibens, A. Cary, et al. 2004. “High-Frequency Excitation Active Flow Control for High-Speed Weapon Release (HIFEX).” In 2nd AIAA Flow Control Conference. AIAA 2004-2513. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2004-2513
  • Bowman, Carlos M., and Russell H. Foy. 1961. A General Method for Calculating the Specific Impulse of High Energy Propellant Mixtures. Defense Technical Information Center. https://doi.org/10.21236/ad0267505
  • Brooks, D. 1971. “Store Separation from High Speed Aircraft with Emphasis on Comparisons of Predictions and Flight Test Results.” In 6th Aerodynamics Testing Conference. AIAA 1971-294. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.1971-294
  • Brunner, D., F. Marshall, K. Marrs, R. Edwards, R. Pascoe, and J. Forner. 1976. “Development of the Integrated Propulsion System for the USAF AGM-86Aair Launched Cruise Missile /ALCM/.” In Aircraft Systems and Technology Meeting. AIAA 1976-916. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.1976-916
  • Buchanan, T. D., and W. A. Crosby. 1983. Captive Trajectory System Test Planning Information for AEDC Supersonic Wind Tunnel (a) and Hypersonic Wind Tunnels (B) and (C). Defense Technical Information Center. https://doi.org/10.21236/ada136439
  • Burkhard, Alan. 1973. “Simulation of Captive Flight Aircraft Store Vibrations.” SAE technical papers on CD-ROM/SAE technical paper series 1. https://doi.org/10.4271/730938
  • Byreddy, Chakradhar, Ramana V. Grandhi, and Philip Beran. 2003. Dynamic Aeroelastic Instabilities of an Aircraft Wing with Underwing Store in Transonic Regime. Defense Technical Information Center. https://doi.org/10.21236/ada417124
  • Cadwell, John Andres. n.d. “Control of Longitudinal Pitch Rate as Aircraft Center of Gravity Changes.” PhD diss., California Polytechnic State University. https://doi.org/10.15368/theses.2010.189
  • Cai, Jiaze, Hunter Denton, and Moble Benedict. 2023. “Development of an Air-Launched Tail-Sitter Unmanned Aerial Vehicle.” In Vertical Flight Society Annual Forum and Technology Display. https://doi.org/10.4050/f-0079-2023-17962
  • Campbell, Matthew. 2024. “A Validation of FlightStream for Store-Separation Modeling.” In 2024 Regional Student Conferences. AIAA 2024-85220. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2024-85220
  • Carlson, David, Murray King, and Richard Patterson. 1995. “Integrated Store Separation and Ballistic Accuracy: Applying Enabling Technologies to Improve Aircraft Store Separation.” In 20th Atmospheric Flight Mechanics Conference. AIAA 1995-3431. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.1995-3431
  • Carman Jr., J. B. Hill, and J. P. Christopher. 1980. Store Separation Testing Techniques at the Arnold Engineering Development Center. Volume 2. Description of Captive Trajectory Store Separation Testing in the Aerodynamic Wind Tunnel (4T). Defense Technical Information Center. https://doi.org/10.21236/ada087561
  • Carten, Andrew S., Jr. 1978. Flight Tests of the Air-Launched Balloon System (ALBS) Prototype Model. Defense Technical Information Center. https://doi.org/10.21236/ada057610
  • Carter, Ryan. 2012. “Store Separation Equations of Motion.” In AIAA Atmospheric Flight Mechanics Conference. AIAA 2012-4957. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2012-4957
  • Carter, Ryan, and Rick Lind. 2012a. “Parametric Modeling for Store Separation Aerodynamics Using System Identification.” In AIAA Atmospheric Flight Mechanics Conference. AIAA 2012-4510. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2012-4510
  • Carter, Ryan, and Rick Lind. 2012b. “Trajectory Optimization for Guided Store Separation.” In AIAA Guidance, Navigation, and Control Conference. AIAA 2012-4686. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2012-4686
  • “Case Study: Micro Tactical Expendable Rigid-Wing Micro Air Vehicle.” 2007. In Introduction to the Design of Fixed-Wing Micro Air Vehicles Including Three Case Studies. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/5.9781600862106.0151.0184
  • Cavallo, Peter, Robert Lee, Ashvin Hosangadi, Timothy Baker, and Richard Kreeger. 1999. “Simulation of Weapons Bay Store Separation Flowfields Using Unstructured Grids.” In 17th Applied Aerodynamics Conference. AIAA 1999-3188. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.1999-3188
  • Cenko, A. 1992. “Evaluation of Methods for Estimating Store Carriage Loads.” In 30th Aerospace Sciences Meeting and Exhibit. AIAA 1992-675. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.1992-675
  • Cenko, A. 1994. “Analytic Investigation of Wind Tunnel Test Anomalies to Determine Flight Test Envelopes for Safe Store Release.” In 25th Plasmadynamics and Lasers Conference. AIAA 1994-2610. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.1994-2610
  • Cenko, Alexis. 2025. “80 Years of Mistakes Made in Store Separation.” In AIAA SCITECH 2025 Forum. AIAA 2025-2450. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2025-2450
  • Cenko, Alex, Ronald Deslandes, Marnix Dillenius, and Michael Stanek. 2008. “Unsteady Weapon Bay Aerodynamics: Urban Legend or Flight Clearance Nightmare.” In 46th AIAA Aerospace Sciences Meeting and Exhibit. AIAA 2008-189. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2008-189
  • Cenko, Alex, Jae Lee, E. Getson, Eric Hallberg, Bruce Jolly, and William Sickles. 2007. “IHAAA Applications to Reducing Store Separation Flight Testing.” In 2007 U.S. Air Force T&E Days. AIAA 2007-1653. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2007-1653
  • Cenko, A., and M. Madson. 1993. “TranAir Applications to Predicting Transonic Aircraft/store Loads.” In 31st Aerospace Sciences Meeting. AIAA 1993-855. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.1993-855
  • Cenko, A., R. Meyer, F. Tessitore, R. Dyer, and L. Lijewski. 1983. “Advances in Methods for Predicting Store Aerodynamic Characteristicsin Proximity to an Aircraft.” In 21st Aerospace Sciences Meeting. AIAA 1983-266. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.1983-266
  • Cenko, A., K. Phillips, and M. Holmes III. 1994. “Captive Trajectory System Sting Effects on Store Loads.” In 32nd Aerospace Sciences Meeting and Exhibit. AIAA 1994-195. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.1994-195
  • Cenko, A., A. Piranian, and M. Talbot. 1995. “Utilizing Wind Tunnel Test Data and Analysis to Determine Flight Test Envelopes for Safe Store Release.” In 33rd Aerospace Sciences Meeting and Exhibit. AIAA 1995-328. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.1995-328
  • Chakravarthy, Sukumar R., and Kuo-Yen Szema. 1991. Computational Fluid Dynamics Capability for Internally Carried Store Separation. Defense Technical Information Center. https://doi.org/10.21236/ada253671
  • Chan, Y., and Z. Zhu. 1999. “Neural Network Modelling of Aerodynamics and Applications to Store Separation.” In 37th Aerospace Sciences Meeting and Exhibit. AIAA 1999-685. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.1999-685
  • Chang, Ting Tsung. 2025. “Investigation of Supersonic Cavity Flow with Weapon Racks.” In AIAA SCITECH 2025 Forum. AIAA 2025-2542. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2025-2542
  • Charlton, Eric, and Myron Davis. 2008. “Computational Optimization of the F-35 External Fuel Tank for Store Separation.” In 46th AIAA Aerospace Sciences Meeting and Exhibit. AIAA 2008-376. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2008-376
  • Chase, R. L., L. E. McKinney, H. D. Froning, P. Czysz, R. Boyd, and Mark Lewis. 1999. “A Comparison of Selected Air-Breathing Propulsion Choices for an Aerospace Plane.” In AIP Conference Proceedings. AIP. https://doi.org/10.1063/1.57719
  • Chen, Jeffrey. 2021. “Bréguet Range Equation in Constraint Analysis Form for Power Rated Aircraft.” In AIAA Scitech 2021 Forum. AIAA 2021-0006. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2021-0006
  • Chen, P. C., E. Sulaeman, and D. D. Liu. 2002. A Comprehensive Rapid-Assessment-Of-Flutter/Ejection-Loads (RAFEL) Software System for Aircraft/Store Compatibility. Defense Technical Information Center. https://doi.org/10.21236/ada399365
  • Chen, Ping-Chih, and Zhichao Zhang. 2013. “Store Ejection Loads Analysis Using an Euler Solver.” In 54th AIAA/ASME/ASCE/AHS/ASC Structures, Structural Dynamics, and Materials Conference. AIAA 2013-1923. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2013-1923
  • Clark, Ian G., John C. Gallon, and Allen Witkowski. 2015. “Parachute Decelerator System Performance during the Low Density Supersonic Decelerator Program’s First Supersonic Flight Dynamics Test.” In 23rd AIAA Aerodynamic Decelerator Systems Technology Conference. AIAA 2015-2130. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2015-2130
  • Cliff, Eugene, and Henry Kelley. 1989. “3-D Air-to-Air Missile Trajectory Shaping Study.” In Guidance, Navigation and Control Conference. AIAA 1989-3637. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.1989-3637
  • Cline, Denise, William Riner, Bruce Jolly, and William Lawrence. 1996. “Calculation of Generic Store Separations from an F-16 Aircraft.” In 14th Applied Aerodynamics Conference. AIAA 1996-2455. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.1996-2455
  • Coffin, Peter, Pier Marzocca, Ratan Jha, and Goodarz Ahmadi. 2011. “Deployment Dynamics of a Small Carbon Fiber Tape-Spring UAV Wing.” In Volume 1: Advances in Aerospace Technology; Energy Water Nexus; Globalization of Engineering; Posters. ASMEDC. https://doi.org/10.1115/imece2011-65669
  • Coleman, Larry, Bruce Jolly, B. Chesser Jr., and James Brock Jr. 1996. “Numerical Simulation of a Store Separation Event from an F-15E Aircraft.” In 21st Atmospheric Flight Mechanics Conference. AIAA 1996-3385. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.1996-3385
  • Coley, Christopher. 2024. “Artificial Neural Network Surrogate Modeling for Cavity-Released Store Separation Trajectory Prediction.” In AIAA Aviation Forum and Ascend 2024. AIAA 2024-4616. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2024-4616
  • Conners, Timothy R. 1997. “Predicted Performance of a Thrust-Enhanced SR-71 Aircraft with an External Payload.” In International Gas Turbine and Aeroengine. https://ntrs.nasa.gov/citations/19970019923
  • Cook, Brant. 2013. “Low Density Supersonic Decelerator Flight Dynamics Test Vehicle Design.” In AIAA Aerodynamic Decelerator Systems (ADS) Conference. AIAA 2013-1353. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2013-1353
  • Crisalli, Anthony J., Stephen S. Stahara, and Michael J. Hemsch. 1979. The Rapid Prediction of Aircraft Store Loading Distributions at Transonic Speeds. Part II.. Defense Technical Information Center. https://doi.org/10.21236/ada082005
  • Cruzen, L. 1983. “Cruise Missile Propulsion versus Commercial Airliner Propulsion: Different Challenges Can Produce Similar Engine Cycles.” In 19th Joint Propulsion Conference. AIAA 1983-1176. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.1983-1176
  • Dansie, Jonathan. 2019. “CFD-Based Reduced-Order Models for Distributed Aircraft-Store Loads Analysis.” In AIAA Scitech 2019 Forum. AIAA 2019-1107. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2019-1107
  • “DARPA PB2021 justification.” n.d. Accessed October 24, 2026. https://comptroller.war.gov/Portals/45/Documents/defbudget/fy2021/budget_justification/pdfs/03_RDT_and_E/RDTE_Vol1_DARPA_MasterJustificationBook_PB_2021.pdf
  • “DARPA PB2022 justification.” n.d. Accessed October 24, 2026. https://comptroller.war.gov/Portals/45/Documents/defbudget/fy2022/budget_justification/pdfs/03_RDT_and_E/RDTE_Vol1_DARPA_MasterJustificationBook_PB_2022.pdf
  • “DARPA PB2023 justification.” n.d. Accessed October 24, 2026. https://comptroller.war.gov/Portals/45/Documents/defbudget/fy2023/budget_justification/pdfs/03_RDT_and_E/RDTE_Vol1_DARPA_MasterJustificationBook_PB_2023.pdf
  • “DARPA PB2024 justification.” n.d. Accessed October 24, 2026. https://comptroller.war.gov/Portals/45/Documents/defbudget/fy2024/budget_justification/pdfs/03_RDT_and_E/RDTE_Vol1_DARPA_MasterJustificationBook_PB_2024.pdf
  • “DARPA PB2025 justification.” n.d. Accessed October 24, 2026. https://comptroller.war.gov/Portals/45/Documents/defbudget/fy2025/budget_justification/pdfs/03_RDT_and_E/RDTE_Vol1_DARPA_MasterJustificationBook_PB_2025.pdf
  • “DARPA PB2027 justification.” n.d. Accessed October 24, 2026. https://comptroller.war.gov/Portals/45/Documents/defbudget/FY2027/budget_justification/pdfs/03_RDT_and_E/RDTE_Vol1_DARPA_MasterJustificationBook_PB_2027.pdf
  • Davids, S., and A. Cenko. 2001. “Grid Based Approach to Store Separation.” In 19th AIAA Applied Aerodynamics Conference. AIAA 2001-2418. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2001-2418
  • Davis, D. 1984. “Effects of Propellant Temperature on Specific Impulse.” In 20th Joint Propulsion Conference. AIAA 1984-1441. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.1984-1441
  • Davis, D. 1985. “Review of Empirical and Analytical Specific Impulse Methodologies.” In 21st Joint Propulsion Conference. AIAA 1985-1434. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.1985-1434
  • Dawson, Kenneth, and Daniel Maxwell. 2003. “Limit Cycle Oscillation Flight Test Results for Asymmetric Store Configurations.” In 44th AIAA/ASME/ASCE/AHS/ASC Structures, Structural Dynamics, and Materials Conference. AIAA 2003-1427. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2003-1427
  • Dawson, Kenneth, and Daniel Maxwell. 2006. “Limit Cycle Oscillation Prediction of Asymmetric External Store Configurations Using Neural Networks.” In 47th AIAA/ASME/ASCE/AHS/ASC Structures, Structural Dynamics, and Materials Conference 14th AIAA/ASME/AHS Adaptive Structures Conference 7th. AIAA 2006-1850. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2006-1850
  • Defense Advanced Research Projects Agency, RDT&E Programs Justification Book, and President’s Budget. 2026. “June 2025.” https://comptroller.war.gov/Portals/45/Documents/defbudget/FY2026/budget_justification/pdfs/03_RDT_and_E/RDTE_Vol1_DARPA_MasterJustificationBook_PB_2026.pdf
  • Demir, Görkem. 2018. “Computational Fluid Dynamics Modelling of Store Separation for Transonic Generic Store.” In 2018 Fluid Dynamics Conference. AIAA 2018-3860. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2018-3860
  • Demir, Görkem, Mehmet C. Erdem, and Dr. Nafiz Alemdaroğlu. 2017. “Comparison of the Eglin Test Case with CFD Based Captive Trajectory Simulation and Grid Method.” In 35th AIAA Applied Aerodynamics Conference. AIAA 2017-3250. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2017-3250
  • Deslandes, R., and J. Seifert. 2000. “Improvements of Store Separation Analysis by Considering Realistic Aircraft Response.” In Atmospheric Flight Mechanics Conference. AIAA 2000-4200. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2000-4200
  • Deuschle, Lukas. 2025. “Extending the Bréguet Range Equation for Payload Release in Flight.” In 2025 Regional Student Conferences. AIAA 2025-106138. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2025-106138
  • Di, Ya Chao, Ge Gao, Jing Lei Xu, Xing Chen Shao, and Qing Yang. 2013. “Time-Accurate Simulation of the Aircraft External Store Separation.” Applied Mechanics and Materials 0: 854–59. https://doi.org/10.4028/www.scientific.net/amm.0.854
  • Dinh, Ian. n.d. “Design of Main Parachute Recovery System for AUSROC2.5 Rocket.” PhD diss., The University of Queensland. https://doi.org/10.14264/345519
  • Dix, R. E., and G. R. Mattasits. 1980. Comparison of Wind Tunnel and Flight Test Measurements of Static Aerodynamic Loading of a Captive Store. Defense Technical Information Center. https://doi.org/10.21236/ada087237
  • Dramer, R. L. 1963. Air Force Plant 77 Flight Article Mass Properties Report for Wing II Missiles 674: 711. Defense Technical Information Center. https://doi.org/10.21236/ad0409101
  • Drynan, David. n.d. “The Parachute Recovery System Design for the AUSROC 2.5 Rocket.” PhD diss., The University of Queensland. https://doi.org/10.14264/299127
  • du Rand, Ruan, Kevin Jamison, and Barbara Huyssen. 2024. “Aerodynamic Design of an Electronics Pod to Maximise Its Carriage Envelope on a Fast-Jet Aircraft.” Aircraft Engineering and Aerospace Technology 96 (11): 10–18. https://doi.org/10.1108/aeat-10-2023-0253
  • Dudley, Jonathan G., and William Westmoreland. 2004. “Inviscid Store Separation during Transonic Flight with Deployable Fins Using (6+) DOF.” In Computational Technologies for Fluid/Thermal/Structural/Chemical Systems With Industrial Applications, Volume 2. ASMEDC. https://doi.org/10.1115/pvp2004-3142
  • Eastman, Donald. 1992. “Comparison of Missile Flight Test Data with Aerodynamic Predictions.” In 30th Aerospace Sciences Meeting and Exhibit. AIAA 1992-76. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.1992-76
  • Erdman, Theodore J., and Christopher Mitchum. 2013. Life-Cycle Cost Analysis for Small Unmanned Aircraft Systems Deployed aboard Coast Guard Cutters. Defense Technical Information Center. https://doi.org/10.21236/ada612970
  • Ericksen, R., J. Guiteras, and J. Larrivee. 1966. “A Parachute Recovery System Dynamic Analysis.” In 3rd and 4th Aerospace Sciences Meeting. AIAA 1966-25. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.1966-25
  • Erickson, A. H. 1948. 1’’ Cartridge (Bomb Ejector) Mk 1 Mod 1: Design-Proof Tests of (Project AM-161). Defense Technical Information Center. https://doi.org/10.21236/ad0040094
  • Feng, Dinghua, Zhengyu Tian, Feng Liu, and Hua Li. 2010. “Study of Missile Aerodynamic Characteristics in the Process of Crossing the Carrier’s Shock Wave.” In AIAA Atmospheric Flight Mechanics Conference. AIAA 2010-8251. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2010-8251
  • Ferguson, Chris J., and E. S. Getson. 1994. Application of Photogrammetry of F-14D Store Separation. Defense Technical Information Center. https://doi.org/10.21236/ada284154
  • Finney, Luke P. 2010. Investigation of Cavity Flow Effects on Store Separation Trajectories. Defense Technical Information Center. https://doi.org/10.21236/ada549052
  • Flatau, A., and M. Miller. 1970. “The Use of an Attached Inflatable Decelerator for Store Delivery from High Speed Aircraft from Low Altitude.” In 3rd Aerodynamic Deceleration Systems Conference. AIAA 1970-1199. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.1970-1199
  • Fleeman, Eugene. 2008. “Conceptual Design Method and Sizing Examples for a Turbojet Baseline Missile.” In 44th AIAA/ASME/SAE/ASEE Joint Propulsion Conference & Exhibit. AIAA 2008-4908. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2008-4908
  • “Flight Test Programme.” 1970. Aircraft Engineering and Aerospace Technology 42 (4): 25–32. https://doi.org/10.1108/eb034622
  • Flotten, Brandy C. 2005. Insensitive Munitions Technology Transition Program Composite Case Captive Carry Qualification (C4Q). Defense Technical Information Center. https://doi.org/10.21236/ada456476
  • Fontanella, Rita, Francesco G. Bindi, Bruno Bellati, and Paolo Chimetto. 2021. “Store Trajectory Validation through Artificial Neural Networks for Safe-Separation Flight Testing.” In AIAA Scitech 2021 Forum. AIAA 2021-0637. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2021-0637
  • Frederick, Robert A., and Lambert Petrof. 2024. “Advanced Propulsion Project to Integrate Trajectories, Aerodynamics, Combustion, Solid and Air-Breathing Propulsion.” In AIAA SCITECH 2024 Forum. AIAA 2024-1341. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2024-1341
  • Freeman, Jacob. 2006. “Applied Computational Fluid Dynamics for Aircraft-Store Design, Analysis and Compatibility.” In 44th AIAA Aerospace Sciences Meeting and Exhibit. AIAA 2006-456. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2006-456
  • Fujita, Koji, Toshikazu Motoda, and Hiroki Nagai. 2014. “Dynamic Behaviour of Mars Airplane with Folded-Wing Deployment.” Transactions of the Japan Society for Aeronautical and Space Sciences, Aerospace Technology Japan 12 (ists29): Pk_1-Pk_6. https://doi.org/10.2322/tastj.12.pk_1
  • Gallon, John C., and Allen Witkowski. 2015. “Verification and Validation Testing of the Parachute Decelerator System Prior to the First Supersonic Flight Dynamics Test for the Low Density Supersonic Decelerator Program.” In 23rd AIAA Aerodynamic Decelerator Systems Technology Conference. AIAA 2015-2162. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2015-2162
  • Gao, Yun, Ming Hu, Deming Zhao, Xingwen Gao, and Jiangfeng Lin. 2021. “Dynamics and Reliability Analysis of the Deployment Process of Spring Folding Wing.” IOP Conference Series: Materials Science and Engineering 1043 (5): 052011. https://doi.org/10.1088/1757-899x/1043/5/052011
  • Garrell, Andrew, Jay Nowakowski, and Roman Paryz. 1999. “Design and Development of a New Captive Trajectory Simulation Model Support System.” In 35th Joint Propulsion Conference and Exhibit. AIAA 1999-2165. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.1999-2165
  • Gleissl, Rupert, and Ronald Deslandes. 2005. “Simulation of Missile Plumes for Aircraft Store Compatibility Assessments.” In 43rd AIAA Aerospace Sciences Meeting and Exhibit. AIAA 2005-54. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2005-54
  • Goerttler, Andreas, and Christian Schnepf. 2022. “Numerical Investigation of a UAV Launch from the Cargo Hold of a Military Transport Aircraft.” In AIAA SCITECH 2022 Forum. AIAA 2022-1687. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2022-1687
  • Gong, Junfeng, and Fang Wang. 2019. “Simulation of the Store Separation from Internal Weapons Bay Using M_SST DES Model.” Journal of Physics: Conference Series 1215 (1): 012001. https://doi.org/10.1088/1742-6596/1215/1/012001
  • Gonzalez-Martino, Ignacio, Netanel Viner, and Hadar Ben-Gida. 2023. “Very-Large Eddy Simulations of Transonic Flows within a Jet-Fighter Weapon Bay with Internal Store.” In AIAA SCITECH 2023 Forum. AIAA 2023-0057. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2023-0057
  • Goodwin, Frederick K., Marnix F. Dillenius, and Jack N. Nielsen. 1972. Prediction of Six-Degree-of-Freedom Store Separation Trajectories at Speeds up to the Critical Speed. Volume 1. Theoretical Methods and Comparisons with Experiment. Defense Technical Information Center. https://doi.org/10.21236/ada004413
  • Goodwin, Frederick K., Jack N. Nielsen, and Marnix F. Dillenius. 1971. A Method for Predicting Three-Degree-of-Freedom Store Separation Trajectories at Speeds up to the Critical Speed. Defense Technical Information Center. https://doi.org/10.21236/ada004771
  • Grant, Daniel, and Rick Lind. 2007. “Effects of Time-Varying Inertias on Flight Dynamics of an Asymmetric Variable-Sweep Morphing Aircraft.” In AIAA Atmospheric Flight Mechanics Conference and Exhibit. AIAA 2007-6487. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2007-6487
  • Graves, E., and A. Robins. 1979. “Supersonic Aerodynamic Trade Data for a Low-Profile Monoplanar Missile Conceptair Launched Maneuvering Missile Design.” In 17th Aerospace Sciences Meeting. AIAA 1979-222. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.1979-222
  • Guigue, Alexis. 2018. “Multiobjective Kinematic Trajectory Planning: An Application to the Captive Trajectory Simulation (CTS) System.” PhD diss., Carleton University. https://doi.org/10.22215/etd/2010-09670
  • Haglind, Fredrik, Henrik Edefur, and Stefan Olsson. 2007. “Design of a Solid Propellant Air Turbo Rocket for a Tactical Air-Launched Missile.” In Volume 1: Turbo Expo 2007. ASMEDC. https://doi.org/10.1115/gt2007-27826
  • Hallberg, Eric, A. Cenko, and M. F. E. Dillenius. 2008. “Store Separation Trajectory Simulation for the High Speed Anti-Radiation Demonstrator (HSAD) from the F-4 Aircraft.” In AIAA Atmospheric Flight Mechanics Conference and Exhibit. AIAA 2008-6381. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2008-6381
  • Hallberg, Eric, and William Godiksen. 2007. “MATLAB Based Telemetry Integration Utility for Store Separation Analysis.” In 2007 U.S. Air Force T&E Days. AIAA 2007-1643. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2007-1643
  • Hallberg, Eric, Eric Ray, and Randy Fitzwater. 2006. “Store Separation Trajectory Simulation for the High Speed Anti-Radiation Demonstrator (HSAD) Program.” In 44th AIAA Aerospace Sciences Meeting and Exhibit. AIAA 2006-460. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2006-460
  • Hallberg, Eric, Murray Snyder, and Alexis Cenko. 2011. “USNA Contributions to US Navy Aircraft/Store Integration (Invited).” In 29th AIAA Applied Aerodynamics Conference. AIAA 2011-3154. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2011-3154
  • Hallissy, Benjamin P., and Nathan S. Hariharan. 2014. “Prediction of Unsteady Flow in UCAV Weapon’s Bay Using CREATE-AV’s Kestrel.” In 52nd Aerospace Sciences Meeting. AIAA 2014-0751. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2014-0751
  • Han, Junhui, Zhigang Wu, and Chao Yang. 2024. “Nonlinear Aeroelastic Response Analysis of Wing with Flared Folding Wingtip.” Journal of Aerospace Engineering 37 (3): 04024013. https://doi.org/10.1061/jaeeez.aseng-5308
  • Hanson, Charles A. 1963. Flight Article Mass Properties Report for Minuteman Wing II Components for Missile 739-786. Defense Technical Information Center. https://doi.org/10.21236/ad0408958
  • Hanson, Donald, and Thomas Stapyer. 1963. Flight Article Mass Properties Report for Minuteman Wing II and III Components for Missile 905-944. Defense Technical Information Center. https://doi.org/10.21236/ad0422056
  • Harding, Gregory, and Kyle Barton. 2007. “Predicting Aircraft Flowfield Induced Water Vapor Condensation for Store Separation Flight Tests.” In 25th AIAA Applied Aerodynamics Conference. AIAA 2007-4169. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2007-4169
  • Harish, G., M. Pavanakumar, and K. Anandhanarayanan. 2006. “Store Separation Dynamics Using Grid-Free Euler Solver.” In 24th AIAA Applied Aerodynamics Conference. AIAA 2006-3650. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2006-3650
  • Hawkins, Robert L. 1989. Expendable Air Vehicles/High Altitude Balloon Technology. Defense Technical Information Center. https://doi.org/10.21236/ada206972
  • Hayes, David, Mohammad M. Lone, James Whidborne, and Etienne Coetzee. 2017. “Evaluating the Rationale for Folding Wing Tips Comparing the Exergy and Breguet Approaches.” In 55th AIAA Aerospace Sciences Meeting. AIAA 2017-0464. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2017-0464
  • Heilig, Paul T. 1979. Navy Air-Launched Missile Operating and Support Cost Estimating Model. Defense Technical Information Center. https://doi.org/10.21236/ada069527
  • Heim, E. R. 1991. CFD Wing/Pylon/Finned Store Mutual Interference Wind Tunnel Experiment. Defense Technical Information Center. https://doi.org/10.21236/adb152669
  • Heltsley, F. L., and V. A. Cline. 1979. Wing/Store Flow-Field Measurement at Transonic Speeds Using a Laser Velocimeter. Defense Technical Information Center. https://doi.org/10.21236/ada068328
  • Heltsley, F. L., F. L. Crosswy, and D. Brayton. 1981. Transonic Wing/Store Flow-Field Measurement Using a Laser Velocimeter. Defense Technical Information Center. https://doi.org/10.21236/ada103929
  • Hemsch, M., and J. Nielsen. 1983. “Aerodynamic Characteristics of Missile Control Fins in Nonlinear Flow Fields.” In 10th Atmospheric Flight Mechanics Conference. AIAA 1983-2083. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.1983-2083
  • Henry, Jonathon, David Schwartz, Michael Soukup, and Aaron Altman. 2005. “Design, Construction, and Testing of a Folding-Wing, Tube-Launched Micro Air Vehicle.” In 43rd AIAA Aerospace Sciences Meeting and Exhibit. AIAA 2005-1451. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2005-1451
  • Henton, George B. 1971. “A Simple Three-Dimensional Missile Trajectory Model.” SIMULATION 17 (2): 83–87. https://doi.org/10.1177/003754977101700207
  • Herrmann, Joseph. 1996. “Air-to-Air Missile Engagement Analysis Using the USAF Trajectory Analysis Program (TRAP).” In Flight Simulation Technologies Conference. AIAA 1996-3489. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.1996-3489
  • Hicks, Jamison, Michael Lewis, and Katia Sycara. 2023. Report on Human Factors Issues Likely to Affect Air-Launched Effects/Autonomous Loitering Effects (ALE). DEVCOM Analysis Center. https://doi.org/10.21236/ad1215148
  • “High Specific Impulse Propulsion for Trans Atmospheric Vehicles.” 1987. In 23rd Joint Propulsion Conference. AIAA 1987-2051. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.1987-2051
  • Hill, David W., and Jack B. Jr. 1985. User Requirements and Information for Captive Trajectory and Grid Testing in the PWT Aerodynamic Wind Tunnels (4T/16T/16S). Defense Technical Information Center. https://doi.org/10.21236/ada334792
  • Hill Jr., D. W. Best, and J. T. R. H. Tolbert. 1979. Comparison of Store Trajectory and Aerodynamic Loads, and Model Flow- Field Characteristics Obtained in the AEDC PWT/4T and VFK/A Wind Tunnels at Mach Number 1.63. Defense Technical Information Center. https://doi.org/10.21236/ada065137
  • Hiwale, Sunil, Prasad Parkhi, and Mahendra Jha. 2017. “Perturbation Studies for Separation Dynamics of Store during Release from Aircraft.” In 30th International Symposium on Ballistics. DEStech Publications, Inc. https://doi.org/10.12783/ballistics2017/16801
  • Hoffren, Jaakko, and Esa Salminen. 1999. “Affordable Hybrid Simulation for Predicting Store Separation.” In 24th Atmospheric Flight Mechanics Conference. AIAA 1999-4107. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.1999-4107
  • Holley, B., P. Render, and R. Pratt. 1996. “Missile Trajectory Modelling Using the Method of Apparent Masses to Generate Aerodynamic Coefficients.” In 21st Atmospheric Flight Mechanics Conference. AIAA 1996-3394. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.1996-3394
  • Hoy, W. 1989. “Long Range Subsonic Cruise Missile Propulsion Performance Comparison.” In 25th Joint Propulsion Conference. AIAA 1989-2474. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.1989-2474
  • Huang, Haizhong, Chenglong Zhang, Mingze Ma, Ganlin Cheng, and Huiying Liu. 2025. “Parameter Design and Deployment Performance Analysis of Torsion Bar in Folding Wing.” Preprint, Research Square. https://doi.org/10.21203/rs.3.rs-7026028/v1
  • Johnson, Rudy, Michael Stanek, and James Grove. 2008. “Store Separation Trajectory Deviations Due to Unsteady Weapons Bay Aerodynamics.” In 46th AIAA Aerospace Sciences Meeting and Exhibit. AIAA 2008-188. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2008-188
  • Kahn, Aaron, and Daniel Edwards. 2012. “Navigation, Guidance and Control for the CICADA Expendable Micro Air Vehicle.” In AIAA Guidance, Navigation, and Control Conference. AIAA 2012-4536. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2012-4536
  • Kain, J., C. Brown Jr., J. Lee, S. Pallas, and E. Sears. 1978. “Missile Aerodynamic Parameter and Structure Identification from Flight Test Data.” In 4th Atmospheric Flight Mechanics Conference. AIAA 1978-1341. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.1978-1341
  • Kaykayoglu, C. 1996. “Application of the Vortex Lattice CFD Method to Obtaining Unsteady Aerodynamic Predictions about Wing/fuselage/pylon/store Configuration Including Store Separation.” In 34th Aerospace Sciences Meeting and Exhibit. AIAA 1996-168. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.1996-168
  • Keen, K., Charles Morgret, T. Langham, and William Baker. 2009. “Trajectory Simulations Should Match Flight Tests and Other Lessons Learned in 30 Years of Store-Separation Analysis.” In 47th AIAA Aerospace Sciences Meeting including The New Horizons Forum and Aerospace Exposition. AIAA 2009-99. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2009-99
  • Kenkelen, Edward, and William Wieseman. 1972. Determination of the Lug and Sway Brace Reactions for the MAU-9/A Bomb Rack. Defense Technical Information Center. https://doi.org/10.21236/ad0910278
  • Khaware, Alok, Ashok Shivanandham, Vinay K. Gupta, Srinivas Ramakrishnan, Mohammad Azab, and Thomas Scheidegger. 2018. “Numerical Simulation of Store Separation Trajectories for EGLIN Test Case Using Overset Mesh.” In 2018 AIAA Aerospace Sciences Meeting. AIAA 2018-1272. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2018-1272
  • Kiber, George M. 1977. Aerodynamic Loads and Separation Trajectories for Several Stores with the F-15 Aircraft at Mach Numbers from 0.6 to 1.3. Defense Technical Information Center. https://doi.org/10.21236/adb016616
  • Kiefer, J. M., M. D. Johnson, J. H. Wall, and A. Dominguez. 2016. Applied Time Domain Stability Margin Assessment for Nonlinear Time-Varying Systems. M15-4869. Jacobs Engineering and Science Services and Skills Augmentation Group (ESSSA). https://ntrs.nasa.gov/citations/20160001833
  • Kim, Chong-Sup. 2006. “A Study on Improvement of Aircraft Handling Quality for Asymmetric Loading Configuration from Flight Test.” Journal of Control Automation and Systems Engineering 12 (7): 713–18. https://doi.org/10.5302/j.icros.2006.12.7.713
  • Klappa, Paul J., and Travis Fields. 2021. “Assessment of Fixed-Wing UAV System Identification Models during Actuator and Payload Drop Failures.” In AIAA Scitech 2021 Forum. AIAA 2021-1529. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2021-1529
  • Kraft, Edward. 1994. “Combining Ground Test, Computations, and Flight Test to Improve Aircraft/weapon Integration.” In Joint Test and Evaluation. AIAA 1994-2660. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.1994-2660
  • Kraft, Neal, and Andrew Lofthouse. 2011. “Non-Repeatability of Store Separation Trajectories from Internal Weapon Bays Due to Unsteady Cavity Flow Effects: Lessons Learned from a 2D Investigation.” In 49th AIAA Aerospace Sciences Meeting including the New Horizons Forum and Aerospace Exposition. AIAA 2011-1238. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2011-1238
  • Kramer, P., and R. Buehler. 1979. “Hybrid Rocket/air-Breathing Propulsion for Ballistic Space Transportation: Project ITUSTRA.” In 4th International Symposium on Air Breathing Engines. AIAA 1979-7038. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.1979-7038
  • Krejci, Cosmos. 2013. “Rivet and Bolt Injector with Bomb Bay Ejection Doors.” SAE International Journal of Aerospace 6 (2): 431–40. https://doi.org/10.4271/2013-01-2151
  • Krieger, R. 1982. “Supersonic Missile Aerodynamic and Performance Relationships for Lowobservables Mission Profiles.” In 9th Atmospheric Flight Mechanics Conference. AIAA 1982-1298. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.1982-1298
  • Krieger, R., and J. Williams. 1981. “Accuracy Criteria for Evaluating Supersonic Missile Aerodynamic Coefficient Predictions.” In 7th Atmospheric Flight Mechanics Conference. AIAA 1981-1894. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.1981-1894
  • Lan, C., J. Luo, C. Hsing, Suei Chin, and Y. Chen. 1994. “Computer Simulation of Store Separation by a Transonic Small-Disturbance Theory.” In 19th Atmospheric Flight Mechanics Conference. AIAA 1994-3455. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.1994-3455
  • Lawson, S. J., and G. N. Barakos. 2010. “DES for UCAV Weapon Bay Flow.” In Notes on Numerical Fluid Mechanics and Multidisciplinary Design. Springer Berlin Heidelberg. https://doi.org/10.1007/978-3-642-14168-3_10
  • Lawson, S. J., and G. N. Barakos. 2012. “Influence of Stores on the Flow inside UCAV Weapon Bays.” Aeronautical Journal 116 (1176): 199–215. https://doi.org/10.1017/s0001924000006709
  • Lee, Seunghee, and Cheolheui Han. 2016. “The Effect of Folding Wing on Aerodynamics and Power Consumption of a Flapping Wing.” International Journal of Aerospace System Engineering 3 (2): 26–30. https://doi.org/10.20910/ijase.2016.3.2.26
  • Lesieutre, Daniel J. 2017. “Prediction of Sparrow Missile Aerodynamic Characteristics with a Nonlinear Engineering Level Missile Prediction Method.” In 35th AIAA Applied Aerodynamics Conference. AIAA 2017-3399. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2017-3399
  • Lesieutre, D., M. Dillenius, and J. Gjestvang. 2002. “Store Separation Simulation of Penguin Missile from Helicopters.” In 40th AIAA Aerospace Sciences Meeting & Exhibit. AIAA 2002-278. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2002-278
  • Lijewski, Lawrence, and Lawrence Lijewski. 1997. “Comparison of Transonic Store Separation Trajectory Predictions Using the Pegasus/DXEAGLE and Beggar Codes.” In 15th Applied Aerodynamics Conference. AIAA 1997-2202. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.1997-2202
  • Lijewski, Lawrence, and Norman Suhs. 1992. “Chimera-EAGLE Store Separation.” In Astrodynamics Conference. AIAA 1992-4569. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.1992-4569
  • Locke, W. 1981. “Cruise Missile System Design.” In 16th Annual Meeting and Technical Display. AIAA 1981-902. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.1981-902
  • Luca, Nanu, Lerro Angelo, and Gili Piero. 2024. “Range Estimation of a Novel Concept Electric Aircraft Based on Modified Breguet Equation.” In AIP Conference Proceedings, vol. 3094. AIP Publishing. https://doi.org/10.1063/5.0210612
  • Lucey, Seth D. 2019. “Design of a Quick-Release Mechanism for a C-130 Aircraft Sensor Platform.” PhD diss., West Virginia University Libraries. https://doi.org/10.33915/etd.1736
  • Ma, Yao, Donald Docimo, and Victor Maldonado. 2021. “Preliminary Design and Dynamics of a Semi-Expendable Unmanned Ground-Aerial Vehicle.” In AIAA Aviation 2021 Forum. AIAA 2021-3194. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2021-3194
  • Malmuth, Norman D., and Alexander V. Fedorov. 2008. Mathematical Fluid Dynamics of Store and Stage Separation, Multi-Body Flows and Flow Control. Defense Technical Information Center. https://doi.org/10.21236/ada482146
  • Malmuth, Norman D., V. Shalaev, and A. Fedorov. 2005. Mathematical Fluid Dynamics of Store and Stage Separation. Defense Technical Information Center. https://doi.org/10.21236/ada434694
  • Mani, M., A. Cary, and W. W. Bower. 2004. “Accurate Flow Prediction for Store Separation from Internal Bay.” In Computational Fluid Dynamics 2004. Springer Berlin Heidelberg. https://doi.org/10.1007/3-540-31801-1_38
  • Marcum, David L. 2001. Computational Simulation of Unsteady, Viscous, Hypersonic Flow about Flight Vehicles with Store Separation. Defense Technical Information Center. https://doi.org/10.21236/ada387492
  • Markarian, C. 1971. “External Store Pressure Distributions during Captive Flight aboard anF-4B Aircraft.” In 6th Aerodynamics Testing Conference. AIAA 1971-295. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.1971-295
  • Massengill, H., Jr. 1993. “A Technique for Predicting Aircraft Flow-Field Effects upon an Unguided Bomb Ballistic Trajectory and Comparison with Flight Test Results.” In 31st Aerospace Sciences Meeting. AIAA 1993-856. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.1993-856
  • Massey, Warren N., and Michael R. Wuest. 1978. Air-Launched Balloon System. Defense Technical Information Center. https://doi.org/10.21236/adb025764
  • Masud, Jehanzeb, Omair Mahmood, and Zakria Toor. 2017. “Trajectory Simulation of a Standard Store and Generic Wing Pylon Using CFD.” In 55th AIAA Aerospace Sciences Meeting. AIAA 2017-1204. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2017-1204
  • Maxwell, Daniel, and Kenneth Dawson. 2004. “Analytical Aeroelastic Characteristics of F-16 Asymmetric External Store Configurations.” In 45th AIAA/ASME/ASCE/AHS/ASC Structures, Structural Dynamics & Materials Conference. AIAA 2004-1755. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2004-1755
  • Medwetz, Joseph Michael. 2024. “On the Stability Analysis of Linear Time Varying Systems.” PhD diss., Drexel University. https://doi.org/10.17918/00005223
  • Mifsud, Michael, Scott Shaw, and Jason Bennett. 2006. “A Meta-Modeling Technique Using POD in Parametric Studies of Weapon Aerodynamics.” In AIAA Atmospheric Flight Mechanics Conference and Exhibit. AIAA 2006-6005. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2006-6005
  • Mizrahi, Izhak, and Daniella E. Raveh. 2018. “An Investigation of Wing Elasticity Effects on Store Separation Based on Computational Fluid Dynamics.” In 2018 Atmospheric Flight Mechanics Conference. AIAA 2018-2831. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2018-2831
  • Moore, F., R. McInville, and D. Robinson. 2000. “A Semiempirical Method for Predicting Multifin Weapon Aerodynamics.” In 38th Aerospace Sciences Meeting and Exhibit. AIAA 2000-766. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2000-766
  • Morgret, Charles, Mark Smith, and D. Moore. 2009. “FLIP 4 Store-Separation Trajectory Simulation Code.” In 47th AIAA Aerospace Sciences Meeting including The New Horizons Forum and Aerospace Exposition. AIAA 2009-100. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2009-100
  • Morris, Aaron, and Leah Olson. 2011. “Verification and Validation Plan of Flight Performance Requirements for Human Crewed Spacecraft Parachute Recovery Systems.” In 21st AIAA Aerodynamic Decelerator Systems Technology Conference and Seminar. AIAA 2011-2560. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2011-2560
  • Moyer, Seth, Phil Richardson, Alex Cenko, and Margus Susi. 1995. “Flight Test Incident Investigation via Computational Aerodynamics and Store Separation Analysis.” In 33rd Aerospace Sciences Meeting and Exhibit. AIAA 1995-67. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.1995-67
  • Mukherjee, Rudranarayan, and J. (Bob) Balaram. 2008. “Attitude Dynamics and Control of Moving Mass Multibody Aeromaneuver Vehicle.” In AIAA Atmospheric Flight Mechanics Conference and Exhibit. AIAA 2008-6390. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2008-6390
  • Murthy, A. Sampath Dakshina. 2015. “Analysis of Effect of Ballistic Coefficient in the Formulations and Performance of EKF with Emphasis on Air Drag.” Indian Journal of Science and Technology 8 (1): 1–5. https://doi.org/10.17485/ijst/2015/v8i31/76397
  • Nelson, Chris, and Alan Cain. 2009. “Prediction of Store Trajectory Response to Unsteady Aerodynamic Loads.” In 47th AIAA Aerospace Sciences Meeting including The New Horizons Forum and Aerospace Exposition. AIAA 2009-548. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2009-548
  • “New Applications of Engineering Level Missile Aerodynamics and Store Separation Prediction Methods.” 1994. In 32nd Aerospace Sciences Meeting and Exhibit. AIAA 1994-28. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.1994-28
  • “A New Approach to Weapon Separation Aerodynamics.” 1981. In Aircraft Systems and Technology Conference. AIAA 1981-1654. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.1981-1654
  • Newman, Gary, Karen Fulcher, Robert Ray, and Mark Pinney. 1992. “On the Aerodynamics/dynamics of Store Separation from Hypersonic Aircraft.” In 10th Applied Aerodynamics Conference. AIAA 1992-2722. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.1992-2722
  • Nguyen, Lap, and Glenn A. Gebert. 2023. “Spring-Based Approach for Rapid Modeling of Ejector-Store Interaction.” In AIAA SCITECH 2023 Forum. AIAA 2023-2074. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2023-2074
  • Nguyen, MSc Van Tuyen, MSc Trong Son Phan, and MSc Dinh Dat Le. 2025. “Altitude-Dependent Range and Endurance Estimation Using Breguet Theory.” International Journal of Research Publication and Reviews 6 (6): 6424–27. https://doi.org/10.55248/gengpi.6.0625.2228
  • Nichols, R., and A. Denny. 1999. “Numerical Simulation of a Store in Controlled Separation.” In 17th Applied Aerodynamics Conference. AIAA 1999-3128. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.1999-3128
  • Nichols, R., S. Evans, R. Nichols, and S. Evans. 1997. “Assessment of Store Control Surface Effectiveness in a Non-Uniform Aircraft Flow Field.” In 15th Applied Aerodynamics Conference. AIAA 1997-2200. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.1997-2200
  • Nichols, R., J. Jacocks, and M. Rist. 1992. “Calculation of the Carriage Loads of Tandem Stores on a Fighter Aircraft.” In 30th Aerospace Sciences Meeting and Exhibit. AIAA 1992-283. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.1992-283
  • Noel, Peter, Robert Niewoehner, and Alex Cenko. 2003. “Improved Understanding of CFD Predictions for Complex Aircraft/Store Configuratins.” In 21st AIAA Applied Aerodynamics Conference. AIAA 2003-4071. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2003-4071
  • O’Bannon, D. E. 1964. MAU-12A/A Bomb Ejector Rack Stress Analysis. Defense Technical Information Center. https://doi.org/10.21236/ad0601637
  • Oktay, E., O. Merttopcuoglu, and H. U. Akay. 2008. “An Approach for Parallel CFD Solutions of Store Separation Problems.” In Lecture Notes in Computational Science and Engineering. Springer Berlin Heidelberg. https://doi.org/10.1007/978-3-540-92744-0_49
  • Osman, Alaa A., Amgad M. Aly, Ismail El baialy, Osama Abdellatif, and Essam E. Khalil. 2015. “Investigation of the Effect of Grid Size on External Store Separation Trajectory Using CFD.” In AIAA Modeling and Simulation Technologies Conference. AIAA 2015-2950. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2015-2950
  • Osman, Alaa A., Amgad M. Aly, Essam E. Khalil, and Osama E. Abdelattif. 2016. “Numerical Analysis of an External Store Separation from an Airplane.” In AIAA Modeling and Simulation Technologies Conference. AIAA 2016-2143. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2016-2143
  • Ozcan, O., M. Unal, A. Aslan, Y. Bozkurt, and N. Aydin. 1993. “Aerodynamic Characteristics of an External Store Carriage. I.” In 11th Applied Aerodynamics Conference. AIAA 1993-3507. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.1993-3507
  • Ozcan, O., M. Unal, Y. Bozkurt, and A. Dogan. 1994. “Aerodynamic Characteristics of an External Store Carriage: Part B.” In 32nd Aerospace Sciences Meeting and Exhibit. AIAA 1994-289. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.1994-289
  • Özgür, Onur, Abdullah E. Çetiner, Bedri Yagiz, and Goktan Guzel. 2016. “Store Separation Analyses by Means of Response Surface Modeling.” In 34th AIAA Applied Aerodynamics Conference. AIAA 2016-4335. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2016-4335
  • Packard, James, and Mark Miller. 2000. “Assessment of Engineering-Level Codes for Missile Aerodynamic Design and Analysis.” In Atmospheric Flight Mechanics Conference. AIAA 2000-4590. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2000-4590
  • Pakulak Jr., Kuletz Jack M., and Edward. 1982. Thermal Stability of Six Candidate Propellants for an Air-Launched Tactical Missile. Defense Technical Information Center. https://doi.org/10.21236/ada116682
  • Palaia, Giuseppe. 2026. “A Breguet Range Formulation for Liquid Hydrogen-Powered Aircraft.” In Materials Research Proceedings, vol. 69. Materials Research Forum LLC. https://doi.org/10.21741/9781644904251-118
  • Pan, T., V. Sarin, R. Glowinski, J. Periaux, and A. Sameh. 2000. “Parallel Solution of Multibody Store Separation Problems by a Fictitious Domain Method.” In Parallel Computational Fluid Dynamics 1999. Elsevier. https://doi.org/10.1016/b978-044482851-4/50041-4
  • Pandey, Navdeep, Rohit Tembhare, Nisha Singh, and Aniruddha Sinha. 2023. “Domain-Decomposed Reduced-Order Modelling of Steady Aerodynamics for 2D Store Separation Analysis.” In AIAA SCITECH 2023 Forum. AIAA 2023-1004. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2023-1004
  • Park, Jin-Yi, Ho Joon Myoung, Jae-Moon Im, et al. 2024. “Analysis of Flight Load Stability Due to Asymmetric External Store.” Transactions of the Korean Society of Mechanical Engineers A 48 (2): 119–27. https://doi.org/10.3795/ksme-a.2024.48.2.119
  • Pearson, A. E. 1984. Control and Identification of Time Varying Systems. Defense Technical Information Center. https://doi.org/10.21236/ada145638
  • Pepermans, Lars, Mark Rozemeijer, Esmée Menting, Noah Suard, and Sayyam Khurana. 2018. “Systematic Design of a Parachute Recovery System for the Stratos III Student Built Sounding Rocket.” In 2018 Atmospheric Flight Mechanics Conference. AIAA 2018-3626. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2018-3626
  • Pepper, W. 1977. Development of a Parachute Recovery System for a Reentry Nose Cone (NRV). Office of Scientific and Technical Information (OSTI). https://doi.org/10.2172/5306498
  • Pepper, W. 1984. “Development of the Parachute Recovery System for the LBRV-2 Reentry Vehicle.” In 8th Aerodynamic Decelerator and Balloon Technology Conference. AIAA 1984-802. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.1984-802
  • Pepper, W., Jr. 1979. “Preliminary Report on Development of an Interim Parachute Recovery System /IRS/ for a Reentry Vehicle.” In 6th Aerodynamic Decelerator and Balloon Technology Conference. AIAA 1979-468. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.1979-468
  • Perillo, Stephen, Donald Atkins, and William Roberts. 2009. “Challenges and Emerging Trends in Store Separation Engineering: An Air Force SEEK EAGLE Office Perspective.” In 47th AIAA Aerospace Sciences Meeting including The New Horizons Forum and Aerospace Exposition. AIAA 2009-101. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2009-101
  • Powers, C. S. 1960. “Precision Determination of Vacuum Specific Impulse from Trajectory Data.” In Ballistic Missile and Space Electronics. Elsevier. https://doi.org/10.1016/b978-0-12-395519-7.50008-2
  • Prakash, Satya, Aniruddha Sinha, and Avijit Chatterjee. 2024. “DMD-Aided Assessment and Control of the Aeroacoustic Environment in a Generic Weapon Bay Cavity.” In 30th AIAA/CEAS Aeroacoustics Conference (2024). AIAA 2024-3277. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2024-3277
  • Prananta, Bimo, Bambang Soemarwoto, Okko Boelens, Bambang Kartika, and Suchendar Chaedar. 2007. “Analysis of Store Separation from a Generic Twin-Engine Turboprop Aircraft.” In 25th AIAA Applied Aerodynamics Conference. AIAA 2007-4077. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2007-4077
  • Quam, D. 1978. “Missile Aerodynamic Sensitivity Analysis.” In 16th Aerospace Sciences Meeting. AIAA 1978-113. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.1978-113
  • Ravishankar, Rashmi, and Satyanarayanan R. Chakravarthy. 2018. “Range Equation for a Series Hybrid Electric Aircraft.” In 2018 Aviation Technology, Integration, and Operations Conference. AIAA 2018-3208. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2018-3208
  • Rhudy, R. W. 1969. Drag and Performance Characteristics of Several Flexible Aerodynamic Decelerators at Mach Numbers from 1.5 to 6.0. Defense Technical Information Center. https://doi.org/10.21236/ad0862973
  • Rohrbough, Stephen F., and Lyle E. Koehler. 1969. AIR-LAUNCHED WINDSONDE. Defense Technical Information Center. https://doi.org/10.21236/ad0695121
  • Rosen, Bruce. 1988. “External Store Carriage Loads Prediction at Transonic Speeds.” In 26th Aerospace Sciences Meeting. AIAA 1988-3. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.1988-3
  • Rosen, Bruce S. 1989. “Method to Predict External Store Carriage Loads at Transonic Speeds.” In NASA, Langley Research Center, Transonic Symposium: Theory, Application, and Experiment, Volume 1, Part 2. https://ntrs.nasa.gov/citations/19890011574
  • Roughen, Kevin, Xiaojian Wang, Oddvar Bendiksen, and Myles Baker. 2009. “A System for Simulation of Store Separation Including Unsteady Effects.” In 47th AIAA Aerospace Sciences Meeting including The New Horizons Forum and Aerospace Exposition. AIAA 2009-549. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2009-549
  • Ruchała, Paweł, and Robert Placek. 2013. “Analiza bezpieczeństwa zrzutu podwieszeń z samolotu przy użyciu eksperymentalno-numerycznej metody captive trajectory simulation.” Transactions of the Institute of Aviation 232 (5): 79–91. https://doi.org/10.5604/05096669.1106689
  • Sadraey, Mohammad. 2009. “Aircraft Configuration Optimization through Optimal Longitudinal Center of Gravity Range.” In 9th AIAA Aviation Technology, Integration, and Operations Conference (ATIO). AIAA 2009-7024. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2009-7024
  • Safi’i, Imam, Ony Arifianto, and Chandra Nurohman. 2018. “Flight Dynamic Simulation of Fighter in the Asymmetric External Store Release Process.” Journal of Physics: Conference Series 1005: 012021. https://doi.org/10.1088/1742-6596/1005/1/012021
  • Sahu, Jubaraj, Harris L. Edge, Karen R. Heavey, and Earl N. Ferry. 1998. Computational Fluid Dynamics Modeling of Multi-Body Missile Aerodynamic Interference. Defense Technical Information Center. https://doi.org/10.21236/ada354107
  • Savery, Ryan, and James G. Coder. 2024. “The Computational Analysis of a Generic Hypersonic Store Separation.” In AIAA Aviation Forum and Ascend 2024. AIAA 2024-4150. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2024-4150
  • Sawyer, Wallace C., Robert L. Stallings Jr., Floyd J. Wilcox Jr., A. B. Blair Jr., William J. Monta, and Elizabeth B. Plentovich. 1989. “New Test Techniques to Evaluate near Field Effects for Supersonic Store Carriage and Separation.” In AGARD, Stability and Control of Tactical Missile Systems. https://ntrs.nasa.gov/citations/19900000746
  • Schindel, Leon. 1999. “Sensitivity of the Performance of an Integrated Scramjet-Powered Cruise Missile to Propulsion Parameters.” In 37th Aerospace Sciences Meeting and Exhibit. AIAA 1999-883. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.1999-883
  • Schoppert, Tim C. 2019. “Dynamic Model of the Interface Reactions in an Aircraft Bomb Rack Due to an External Store.” PhD diss., West Virginia University Libraries. https://doi.org/10.33915/etd.2430
  • Schweppe, F. C. 1964. Algorithms for Estimating a Re-Entry Body’s Position, Velocity and Ballistic Coefficient in Real Time or for Post Flight Analysis. Defense Technical Information Center. https://doi.org/10.21236/ad0609524
  • Shadow, T. O. 1978. A-10 Carriage Loads Test. Defense Technical Information Center. https://doi.org/10.21236/ada073442
  • Shaw, L. L., and D. L. Smith. 1977. Aeroacoustic Environment of a Store in an Aircraft Weapons Bay. Defense Technical Information Center. https://doi.org/10.21236/ada041263
  • Shin, Byungjoon, Young-hee Jo, and Min-soo Kim. 2023. “Static Ejection Test for Separation Analysis of 2,000lb-Class Store.” Journal of the Korea Institute of Military Science and Technology 26 (4): 344–51. https://doi.org/10.9766/kimst.2023.26.4.344
  • Sickles, William, Greg Power, Joshua Calahan, and A. Denny. 2007. “Application of a CFD Moving-Body System to Multicomponent Store Separation.” In 25th AIAA Applied Aerodynamics Conference. AIAA 2007-4073. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2007-4073
  • Siegmund, David. 1993. Change-Point Detection and Adaptive Control of Time-Varying Systems. Defense Technical Information Center. https://doi.org/10.21236/ada273509
  • “Simulation of Store Separation Using Low-Cost CFD with Dynamic Meshing.” 2014. International Journal of Engineering 27 (5 (B)). https://doi.org/10.5829/idosi.ije.2014.27.05b.14
  • Sinha, Aniruddha, and Sparsh Garg. 2018. “Reduced-Order Modeling of Steady Aerodynamics for 2D Store Separation Analysis.” In 2018 Applied Aerodynamics Conference. AIAA 2018-3168. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2018-3168
  • Sladen, Fred W. 1963. Flight Article Mass Properties Report for Minuteman Wing i Components, Missiles 661-705. Defense Technical Information Center. https://doi.org/10.21236/ad0404377
  • Smith, Eric D., Rajan Kumar, and Timothy A. Eymann. 2024. “Simulation of Store Separation from a Rectangular Cavity at Supersonic Speeds Using the Grid Method.” In AIAA SCITECH 2024 Forum. AIAA 2024-1106. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2024-1106
  • Smith, Mark, Charles Morgret, D. Moore, Ryan Carter, and Donald Atkins. 2010. “Integration of the AIM-9X Autopilot into the FLIP 4 Store Separation Simulation Software.” In U.S. Air Force T&E Days 2010. AIAA 2010-1737. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2010-1737
  • “Solicitation HR001120S0037.” n.d. Accessed October 24, 2026. https://sam.gov/opp/HR001120S0037/view
  • Song, Wei. 2021. “Investigation on Aircraft-Store Compatibility Criteria of External Store Separation.” Preprint, Research Square. https://doi.org/10.21203/rs.3.rs-515674/v1
  • Sorrells, R., M. Towne, C. Anderson, and R. Tolbert. 1984. “Effects of Inlet Spillage on Store Carriage Loads and Launch Trajectories.” In 13th Aerodynamic Testing Conference. AIAA 1984-615. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.1984-615
  • Spahr, H. 1974. “Theoretical Store Separation Analyses of a Prototype Store and Comparison with a Flight Drop Test.” In Mechanics and Control of Flight Conference. AIAA 1974-776. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.1974-776
  • Spinetti, Robert, and Bruce Jolly. 2008. “Time-Accurate Numerical Simulation of GBU-38s Separating from the B-1B Aircraft with Various Ejector Forces, Store Properties, and Load-Out Configurations: IHAAA Store Separation Cavity (SSC) Project -.” In 46th AIAA Aerospace Sciences Meeting and Exhibit. AIAA 2008-187. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2008-187
  • Stallings, R., Jr. 1982. “Store Separation from Cavities at Supersonic Flight Speeds.” In 20th Aerospace Sciences Meeting. AIAA 1982-372. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.1982-372
  • Stenftenagel, Eric, and Glenn A. Gebert. 2022. “Physics-Based Ejector Force Model.” In AIAA SCITECH 2022 Forum. AIAA 2022-2129. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2022-2129
  • Stokes, S., J. Chappell, and M. Leatham. 1999. “Efficient Numerical Store Trajectory Prediction for Complex Aircraft/store Configurations.” In 30th Fluid Dynamics Conference. AIAA 1999-3712. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.1999-3712
  • Stottier, Richard H. 1995. Artificial Intelligence Techniques for Flight Test Planning. Phase 1. Defense Technical Information Center. https://doi.org/10.21236/ada293962
  • Stoykov, Stoyko, and Milen Atanasov. 2016. “Determination Bombing Accuracy from Level Delivery Using the Ejection Practical Bomb.” Scientific Research and Education in the AIR Force 18 (1): 361–66. https://doi.org/10.19062/2247-3173.2016.18.1.49
  • Stricker, Jeffrey. 1989. “Comparison Methodology for a Long Range Subsonic Cruise Missile Propulsion System.” In 25th Joint Propulsion Conference. AIAA 1989-2475. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.1989-2475
  • Szymkowiak, E., and W. Silver. 1990. “A Captive Store Flight Vibration Simulation Project.” Journal of the IEST 33 (3): 21–28. https://doi.org/10.17764/jiet.2.33.3.ej30097674283665
  • Tactical Air Command Langley AFB VA. 1963. Operational Test and Evaluation Modification of B-37K1 Bomb Rack on f- 105 Aircraft for Mark 6 Mod 6 Flares. Defense Technical Information Center. https://doi.org/10.21236/ad0402634
  • Thurston, Paul A. 1965. Accuracy and Dispersion of Unguided, Air-Launched Rockets. Defense Technical Information Center. https://doi.org/10.21236/ad0474776
  • Tian, Shuling, Rongjie Li Rongjie Li, Jiawei Fu Jiawei Fu, Zihan Jiao, and Jiangtao Chen Jiangtao Chen. 2022. “Uncertainty Quantification of Store-Separation Simulation Due to Ejector Modeling Using a Monte Carlo Approach with Kriging Model.” Advances in Applied Mathematics and Mechanics 14 (3): 622–51. https://doi.org/10.4208/aamm.oa-2020-0343
  • Tijdeman, H., J. W. G. van Nunen, A. N. Draan, A. J. Persoon, and R. Poestkoke. 1979. Transonic Wind Tunnel Tests on an Oscillating Wing with External Store. Part IV. the Wing with Underwing: Store. Defense Technical Information Center. https://doi.org/10.21236/ada077370
  • To, Tuan A. n.d. “AUSROC 2.5 Drogue Parachute Recovery System.” PhD diss., The University of Queensland. https://doi.org/10.14264/345621
  • Tomaro, Robert, Frank Witzeman, and William Strang. 1999. “A Solution on the F-18C for Store Separation Simulation Using Cobalt(60).” In 37th Aerospace Sciences Meeting and Exhibit. AIAA 1999-122. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.1999-122
  • Tsukanov, Ruslan, and Viktor Riabkov. 2021. “Transport Category Airplane Flight Range Calculation Accounting Center-of-Gravity Position Shift and Engine Throttling Characteristics.” Aerospace technic and technology, no. 5: 4–14. https://doi.org/10.32620/aktt.2021.5.01
  • Türk, S., and K. M. Güleren. 2025. “Numerical Analysis of the Impact of Release Timing on Trajectory in Internal Store Separation.” Aeronautical Journal 129 (1335): 1361–80. https://doi.org/10.1017/aer.2024.154
  • Turk, M., and P. Zeiner. 1986. “Advanced Technology Payoffs for Future Rotorcraft, Commuter Aircraft, Cruise Missile, and APU Propulsion Systems.” In 22nd Joint Propulsion Conference. AIAA 1986-1545. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.1986-1545
  • U.S. Department of Defense. 1998. Department of Defense Handbook: Aircraft/Stores Compatibility: Systems Engineering Data Requirements and Test Procedures. MIL-HDBK-1763. U.S. Department of Defense. https://everyspec.com/MIL-HDBK/MIL-HDBK-1500-1799/MIL_HDBK_1763_1775/
  • U.S. Standard Atmosphere, 1976. 1976. NASA-TM-X-74335. NASA. https://ntrs.nasa.gov/citations/19770009539
  • Unal, Kenan, and Ozgur Ugras Baran. 2018. “A Modeling and Simulation Tool for Safe Store Separation Envelope Generation Using Monte Carlo Simulations.” In 2018 AIAA Modeling and Simulation Technologies Conference. AIAA 2018-0431. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2018-0431
  • “USAspending Federal Award Data.” n.d. Accessed October 25, 2026. https://www.usaspending.gov/
  • Vaughn, Milton. 2006. “An Application of Vorticity Confinement to Missile Aerodynamic Design.” In 24th AIAA Applied Aerodynamics Conference. AIAA 2006-3866. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2006-3866
  • Vaughn Jr. and Milton E. 2008. The Aerodynamic Influence of a Helicopter on a Jettisoned Missile. Defense Technical Information Center. https://doi.org/10.21236/ada476434
  • Veeresha, R. K., S. H. Sinchana, Bhoomika Rao, et al. 2025. “An Autonomous Fixed-Wing UAV System for Automatic Payload Delivery and Linear Surveillance.” Engineering Technology & Applied Science Research 15 (6): 28738–43. https://doi.org/10.48084/etasr.12954
  • Vengate, Sampath Reddy, Sukru A. Erturk, and Atilla Dogan. 2016. “Development and Flight Test of Moving-Mass Actuated Unmanned Aerial Vehicle.” In AIAA Atmospheric Flight Mechanics Conference. AIAA 2016-3713. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2016-3713
  • Vishwajeet, A., R. Mulik, and A. Sunil Sunil Hiwale. 2025. “A Novel Technique & Time Efficient Algorithm to Estimate Miss Distances in Simulation of Store Separation from Fighter Aircraft.” In Ballistics 2025. Destech Publications, Inc. https://doi.org/10.12783/ballistics25/37193
  • Vukelich, S., and J. Jenkins. 1981. “Evaluation of the State-of-the-Art in Missile Aerodynamic Prediction.” In 7th Atmospheric Flight Mechanics Conference. AIAA 1981-1893. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.1981-1893
  • Waghmare, Chandrakant K., Prasad S. Shivdas, Ravi Tiwari, and Sunil V. Nimje. 2021. “Kinematic and Dynamic Analysis of Sliding Door Operating Mechanism for Internal Weapon Bay.” In Lecture Notes in Mechanical Engineering. Springer Singapore. https://doi.org/10.1007/978-981-16-0550-5_47
  • Wang, Zexin. 2026. “Modeling and Integrated Control Design for Folding-Wing Aircraft during Morphing Process.” Journal of Aerospace Technology and Management 18: e4126. https://doi.org/10.1590/jatm.v18.1450
  • Wang, Ivan, and Earl Dowell. 2011. “A Structural Dynamics Model of a Multi-Segmented Folding Wing: Theory and Experiment.” In 52nd AIAA/ASME/ASCE/AHS/ASC Structures, Structural Dynamics and Materials Conference. AIAA 2011-1871. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2011-1871
  • Warchulski, Marcin, and Jacek Warchulski. 2016. “Modeling of Aeroballistic Missile Trajectory.” Mechanik, no. 7: 864–65. https://doi.org/10.17814/mechanik.2016.7.210
  • Wei, Ting, Zongkai Tong, and Naitian Li. 2026. “Dynamic Characteristics Study of the Deployment Process of Aircraft Folding Wing.” SAE technical papers on CD-ROM/SAE technical paper series 1. https://doi.org/10.4271/2026-99-1860
  • Welterlen, Tracy. 2000. “Weapons Bay Flow Field Simulation.” In 18th Applied Aerodynamics Conference. AIAA 2000-3926. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2000-3926
  • Welterlen, Tracy, and Chris Leone. 1996. “Application of Viscous, Cartesian CFD to Aircraft Stores Carriage and Separation Simulation.” In 14th Applied Aerodynamics Conference. AIAA 1996-2453. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.1996-2453
  • Whalley, Ian A. 1973. “Development of the B-1 Crew Module Parachute Recovery System.” In 4th Aerodynamic Deceleration Systems Conference. AIAA 1973-467. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.1973-467
  • Whoric, James M. 1977. Static Stability and Drag Effects of Various External Store Configurations on the F-15 Aircraft at Mach Numbers from 0.6 to 1.3. Defense Technical Information Center. https://doi.org/10.21236/ada038494
  • Wilcox, Floyd J., Jr. 1991. Tangential, Semisubmerged, and Internal Store Carriage and Separation at Supersonic Speeds. AIAA PAPER 91-0198. NASA Langley Research Center. https://ntrs.nasa.gov/citations/19910034555
  • Wilcox, Floyd J., Jr., Oktay Baysal, and Robert L. Stallings Jr. 1992. Tangential, Semisubmerged, and Internal Store Carriage and Separation. NASA Langley Research Center. https://ntrs.nasa.gov/citations/19920057216
  • Williams, J. 1982. “Evaluation of Supersonic Missile Aerodynamic Prediction Techniques.” In 20th Aerospace Sciences Meeting. AIAA 1982-390. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.1982-390
  • Witkowski, Allen. 1999. “The Stardust Sample Return Capsule Parachute Recovery System.” In 15th Aerodynamic Decelerator Systems Technology Conference. AIAA 1999-1741. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.1999-1741
  • Wolf, Dean, and Edward Fallon. 2011. “Development of Parachute Opening Factor (Ck) Models for the Ares I First Stage Parachute Recovery System.” In 21st AIAA Aerodynamic Decelerator Systems Technology Conference and Seminar. AIAA 2011-2555. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2011-2555
  • Wroblewski, Gabrielle E., and Phillip J. Ansell. 2020. “Hybrid-Electric Breguet Range Equation: Development & Validation against a Hybrid-Electric Aircraft Simulation.” In AIAA Propulsion and Energy 2020 Forum. AIAA 2020-3579. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2020-3579
  • Ya, Yuan. 2017. “Numerical Simulation of Dynamic Deployment of the Folding Wing.” In 21st AIAA International Space Planes and Hypersonics Technologies Conference. AIAA 2017-2371. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2017-2371
  • Yue, Ting, Lixin Wang, and Junqiang Ai. 2013a. “Flight Performance Characteristics of a Tailless Folding Wing Morphing Aircraft.” In 51st AIAA Aerospace Sciences Meeting including the New Horizons Forum and Aerospace Exposition. AIAA 2013-623. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2013-623
  • Yue, Ting, Lixin Wang, and Junqiang Ai. 2013b. “Stability of a Tailless Folding-Wing Morphing Aircraft in Static Configuration.” In 51st AIAA Aerospace Sciences Meeting including the New Horizons Forum and Aerospace Exposition. AIAA 2013-624. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2013-624
  • Zaikang, Qi, and Lin Defu. 2019. “Missile Trajectory Models, Aerodynamic Derivatives, Dynamic Coefficients and Missile Transfer Functions.” In Design of Guidance and Control Systems for Tactical Missiles. CRC Press. https://doi.org/10.1201/9780429291203-2
  • Zhang, Sijun, A. Meganathan, K. Jain, and T. Fuchiwaki. 2008. “Effects of Store Separation on the Aeroelastic Behavior of Wings.” In 26th AIAA Applied Aerodynamics Conference. AIAA 2008-6241. American Institute of Aeronautics and Astronautics. https://doi.org/10.2514/6.2008-6241
  • Zhang, Pengfei, and Yanbin Qin. 2026. “Deployment Impact Analysis of a Certain Type of Folding Wing Deployment Mechanism.” Academic Journal of Science and Technology 19 (1): 38–42. https://doi.org/10.54097/f31pre98
  • Zhang, Hangyue, and Yanchu Yang. 2018. “Dynamic Analysis of Wing Deployment of High Altitude Balloon Launched Small Size Folding-Wing UAV.” MATEC Web of Conferences 198: 05004. https://doi.org/10.1051/matecconf/201819805004
  • Zhang, Hangyue, Yanchu Yang, and Rong Cai. 2022. “Dynamics Simulation of a Folding Wing Unmanned Aerial Vehicle with the Parachute System Assisted Launching.” Proceedings of the Institution of Mechanical Engineers, Part G: Journal of Aerospace Engineering 237 (6): 1351–68. https://doi.org/10.1177/09544100221124712
  • Zhang, Hangyue, Yanchu Yang, and Rong Cai. 2023. “Dynamics Simulation of Folding Wing UAVs Launched from a High-Altitude Balloon Platform.” Proceedings of the Institution of Mechanical Engineers, Part G: Journal of Aerospace Engineering 237 (13): 3072–91. https://doi.org/10.1177/09544100231181218
  • Біленко, О.І., and Д.В. Павлов. 2018. “Influence of Projectile Ballistic Coefficient Dispersion on Non-Lethal and Limited Range Weapons’ Tactical Characteristics.” Наука і техніка Повітряних Сил Збройних Сил України, no. 1(30): 119–22. https://doi.org/10.30748/nitps.2018.30.16

Secondary Sources

Commercial Sources

General Sources

Tertiary Sources