Spaceship Fuel Planner

Plan your interstellar fuel loadout.

📜 The Origins

Tsiolkovsky's Rocket Equation is a cruel mistress. The more fuel you carry, the more fuel you need just to move that fuel. This planner helps you find the 'sweet spot' for your mission.

🚀 Master the Tool

Input your ship's dry mass and your target Delta-V (change in velocity). We'll tell you exactly how much fuel you need to reach your destination without becoming a permanent satellite.

Fuel Logistics
Plan energy requirements for your interstellar voyage.
Distance: 0.000023 Light YearsTotal Energy: 5.44e+2 MJ
Fuel Type
Mass Required
Volume
Kerosene (RP-1)
15.9 M kg
Liquid Hydrogen
3.8 M kg
Nuclear Fission
6.6 kg
Fusion Plasma
0.00181 kg
Antimatter
6.11e-9 kg

Tsiolkovsky's Tyranny

The Rocket Equation is the cruelest law in physics: $$ Delta v = ve ln rac{m0}{m_f} $$ Translation: To go faster, you need more fuel. But fuel has mass. So you need more fuel to lift that fuel. It's an exponential curse.

The "90% Fuel" Rule

Look at the Saturn V rocket. 90% of it was just fuel tank. The astronauts, the ship, and the lander were a tiny speck on top. To get to Mars, we need better engines (higher Specific Impulse, or $I_{sp}$), not just bigger tanks.

Getting to Orbit is Halfway to Anywhere

Robert Heinlein famously said: *"Once you get to earth orbit, you're halfway to anywhere in the solar system."* It takes ~9.4 km/s of Delta-V to reach orbit. It only takes another ~3.6 km/s to escape Earth's gravity entirely and head to Mars.

Pro Tips

01Staging your rocket is the most efficient way to gain velocity.
02Vacuum engines have much higher efficiency than sea-level ones.
03Always leave 5% extra for maneuvers.

The Fine Print (FAQ)