
Capt. Vela · Aerospace · 9 calculators
Hohmann Transfer OrbitOrbital VelocityMach NumberDrag EquationWing LoadingLift EquationThrust-to-Weight RatioEscape VelocityRocket EquationCapt. Vela's office looks out on a launch pad at sunset, a rocket venting on its pad. The mission screen shows a transfer orbit with a satellite going round, model jets hang from the ceiling, and there is a fuel can by the console, just in case. The Aerospace calculators are on the screen, the ceiling, the shelf, the console and the floor.
Two sets of equations carry most of this field. In the air, lift and drag both grow with air density and the square of speed, which is why wing loading, Mach number and thrust-to-weight shape how an aircraft flies. In space, the rocket equation ties the change in velocity a vehicle can make to its exhaust velocity and to how much of its mass is propellant, and orbital mechanics says how much of that change each manoeuvre costs.
The readout on the screen is a favourite number here: a Hohmann transfer from a low circular orbit to geostationary costs about 3.9 km/s of Δv. Fuel, as the sticky note says, is the first thing to check.
“A Hohmann transfer from a low circular orbit to geostationary costs about 3.9 km/s of Δv.” — Capt. Vela
