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Tsiolkovsky Rocket Equation 3D Explorer vs Escape Velocity 3D Explorer


Both pages teach a real spaceflight number in one page load - 0 MB installed, USD 0, no account. The Tsiolkovsky Rocket Equation 3D Explorer shows whether a rocket's propellant and exhaust velocity can BUILD enough delta-v for the trip; the Escape Velocity 3D Explorer shows the SPEED THRESHOLD a craft needs once it already has that delta-v.


The numbers side by side

AspectRocket Equation ExplorerEscape Velocity Explorer
Install size0 MB - runs in the browser0 MB - runs in the browser
PriceUSD 0USD 0
Key figureDelta-v to low Earth orbit: about 9.4 km/sEarth escape velocity: about 11.2 km/s (NASA JPL)
Governing formuladelta-v = v_e · ln(m0/mf) (Tsiolkovsky, 1903)v_esc = sqrt(2GM/r)
What it variesExhaust velocity (2.0-4.4 km/s), propellant fraction (50%-97%), stage count (1-3)Body (Moon, Earth, Mars, Jupiter, Sun)
What it answersCan this rocket's propellant and engine reach orbitHow fast must a craft already be moving to leave a body's gravity for good

Where the Rocket Equation Explorer wins

The Rocket Equation Explorer wins when the question is "can this hardware even get there" - it is the propellant mathematics upstream of any speed target, and the only place on the site that lets you feel why staging beats a single stage.


Where the Escape Velocity Explorer wins

The Escape Velocity Explorer wins when the question is a body-to-body speed comparison - it answers how a rocket's already-achieved speed stacks up against five real bodies' escape thresholds, which the rocket equation scene does not show at all.


A reasonable rule

As a reasonable rule, use the Rocket Equation Explorer first to see whether a rocket design can plausibly reach orbit at all, then use the Escape Velocity Explorer to see how that achieved speed compares against the thresholds of other worlds.

See how to use the Tsiolkovsky Rocket Equation 3D Explorer for a step-by-step walkthrough.

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