FA-69660 / Orbital propagation / Member archive

Hohmann transfer budget: Arrival speed uses the departure radius · case 05

Arrival burn equals the departure burn geometry.

Member previewVariant 5 · 3 implementations · 7 checks per implementation

Case contract

Input [r1, r2, mu] circular radii. Transfer a=(r1+r2)/2; burn 1 = |v_peri - v_circ1|, burn 2 = |v_circ2 - v_apo| using vis-viva at each end; time of flight is half the transfer period. Works inward (r2<r1) too. Return [dv1, dv2, total] rounded 6 and tof rounded 3.

Why this case matters

Orbit determination and mission planning chain many small conversions; one wrong branch or unit silently moves a spacecraft by kilometres.

One recorded failure

Sample boundary fixture

This sample comes from the broken implementation of a controlled reproducer.

Boundary fixture	Actual	Expected	Outcome
hohmann transfer budget [1.0, 5.2, 1.0]	`[0.295152, 0.856623, 1.151775, 17.147]`	`[0.295152, 0.189461, 0.484614, 17.147]`	Failed

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