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Redmoon Calculators
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Sci-Fi Planet Gravity & Weight Converter

Free worldbuilding planetary gravity calculator. Set planet mass and radius (relative to Earth or absolute) and a character's Earth weight; outputs local surface gravity (g), adjusted weight, vertical-jump height, and narrative fall-damage notes.

Wanneer gebruiken

Use when building a sci-fi setting with multiple inhabited worlds. Gravity affects daily life, athletics, combat, and engineering — get the number first.

Vergelijking

Real astrophysics calculators want SI units and rotational data. This is a writer's shortcut using Earth-relative inputs.

Enter your values below. Calculations run locally as you type.

Zo werkt het

In Earth-relative units, g = M ÷ R². A planet with twice Earth's mass but the same radius has 2g surface gravity.

Local weight = Earth weight × g. Vertical jump height = Earth jump ÷ g.

Above 1.5g, characters tire faster and fall damage increases proportionally.

Formule

Veelgestelde vragen

Does it model atmosphere?

No. It only computes surface gravity from mass and radius. Atmospheric effects need a separate model.

What's the formula?

g = G·M/R². In Earth-relative units this simplifies to mass / radius².

Why does radius matter more than mass for surface gravity?

Surface gravity follows g = G·M/R^2, so it scales linearly with mass but with the inverse square of radius. A planet twice Earth's mass but also twice its radius actually has half Earth's surface gravity.

Why does my weight change but my mass stay the same on another planet?

Mass is the amount of matter in your body and never changes with location, while weight is mass times local gravity. On a low-g world you weigh less because g is smaller, even though you contain exactly the same matter.

Voorbeeld

Invoer

Mass 2× Earth, radius 1× Earth, 160 lb character.

Uitvoer

Surface gravity: 2.00 g. Local weight: 320 lb. Jump: 0.25 m.

g = mass/radius² = 2/1² = 2g. Weight scales linearly; jump height scales inversely.

Veelgemaakte fouten

  • Atmosphere, magnetic field, and temperature aren't modeled.
  • Long-term human adaptation to non-1g environments is biologically complex.
  • Above ~3g, even healthy humans risk circulatory collapse.

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