Predict before launch
“My initial thrust-to-weight ratio is __. Explain whether this rocket should lift off using F = ma. Ask me a question before giving the answer.”
Make a prediction. Change one variable. Test it against the flight data.
Reset keeps your choices and clears the flight. Controls lock after launch. Step advances a paused flight by exactly one simulated second.
Altitude diagram rescales as you climb. The teal dot and guide mark altitude; rocket size is symbolic. Signed velocity is positive upward and negative downward.
“My initial thrust-to-weight ratio is __. Explain whether this rocket should lift off using F = ma. Ask me a question before giving the answer.”
“I changed only payload from __ kg to __ kg. Peak altitude changed from __ m to __ m. Help me explain why. Do not invent missing measurements.”
“Why can thrust be zero while a rocket still moves upward? Which assumptions in this vertical model would fail for an orbital mission?”
No AI connection is built in. Copy a prompt into a tool you are permitted to use, without personal information. Treat its answer as a claim to test.
Upward is positive. Acceleration = thrust / total mass − gravity − signed drag / total mass. Drag = ½ρCdAv|v|. Density = 1.225 exp(−h/8500) kg/m³. Cd = 0.45, A = 0.7 m². Gravity = 9.80665 [6371000 / (6371000 + h)]² m/s². Propellant decreases at the selected engine's constant mass flow rate, until empty. Structure is 100 kg plus payload, engine and empty tank.
A fixed 0.02 s midpoint integration step splits at propellant exhaustion. Engine thrust is constant while burning. No wind, heating, steering, staging, parachutes, rotation or horizontal motion. Ground contact ends the flight without simulating an impact. Initial thrust must exceed weight to launch; pad burns are deliberately blocked. Flights stop at 600 simulated seconds if still airborne.