Bring an orbital booster into a moving net.

Explore the geometry behind the sea-based net-and-cable recovery concept described for Long March 10B, and see why moving the capture zone changes the landing problem.

The target can move before the booster arrives.

A sea platform does not make descent uncertainty disappear. It changes which side of the equation can adapt: the ship can reposition the capture zone, the net provides lateral tolerance, and the cables spread the stop over distance.

This lab uses exploratory assumptions only. It does not represent Long March 10B telemetry, engineering limits, or a mission prediction.

Shape the capture envelope.

Change one assumption at a time. The diagram and all five outputs recalculate locally in your browser.

Corrected lateral error16.0 m
Booster descent pathMovable recovery platform

Exploratory assumptions

Capture margin34.0 m

Remaining half-width after corrected lateral error.

width / 2 - corrected error
Margin ratio68%

A broad geometric margin in this scenario.

margin / half-width
Average arrest load0.92 g

2.00 s arrest time under constant deceleration.

v² / (2 × stroke × g)

Three recovery architectures. Three different targets.

Correction reduces offset.

The model subtracts ship correction from lateral uncertainty, never below zero. This isolates the adaptability claim without pretending sea state, winds, navigation, or control authority are solved.

Net width creates tolerance.

Half the net width is the available distance from centerline to edge. The corrected offset consumes that allowance; what remains is capture margin.

Cable stroke trades distance for load.

For a chosen contact speed, a longer arrest stroke lowers average constant deceleration. Real systems face dynamic loads and structural limits beyond this teaching model.

Keep the assumptions. Export the reasoning.

Scenario report exported
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