CalcPro

Weight on Other Planets Calculator

How much an Earth weight becomes under other gravities.

How it works

Your weight on Earth is determined by Earth's gravity pulling on your mass. Every other planet and celestial body has its own gravitational pull—some stronger, some weaker. This calculator multiplies your Earth weight by the gravity ratio of your destination to show what you'd weigh there.

The gravity ratio is expressed as a decimal relative to Earth's gravity (1.0 g). The Moon pulls with only 0.165 times Earth's strength, so you'd weigh much less. Jupiter pulls with 2.36 times Earth's strength, so you'd feel significantly heavier. The Sun's surface gravity is 27.0 times Earth's—imagine weighing 27 times more.

The formula

Weight on planet = Earth weight × Gravity ratio of destination

Worked example

Let's say you weigh 70 kg on Earth and want to know your weight on Mars.

Step 1: Identify your Earth weight.
Your weight = 70 kg

Step 2: Find Mars's gravity ratio.
Mars gravity = 0.378 g (compared to Earth's 1.0 g)

Step 3: Multiply.
Weight on Mars = 70 × 0.378 = 26.46 kg

On Mars, you'd weigh about 26.5 kg—roughly 38% of your Earth weight. You'd be able to jump much higher and move more easily because gravity's pull is weaker.

Now let's try Jupiter.

Step 1: Your Earth weight = 70 kg

Step 2: Jupiter's gravity ratio = 2.36 g

Step 3: Weight on Jupiter = 70 × 2.36 = 165.2 kg

On Jupiter, you'd weigh 165.2 kg—more than double your Earth weight. Every movement would feel sluggish, and standing upright would be exhausting.

One more: the Moon.

Step 1: Your Earth weight = 70 kg

Step 2: Moon's gravity ratio = 0.165 g

Step 3: Weight on Moon = 70 × 0.165 = 11.55 kg

On the Moon, you'd weigh only 11.55 kg. This is why astronauts in footage from the Moon appear to bounce and float—they're experiencing just one-sixth of Earth's gravity.

Things to watch

Remember that weight and mass are not the same. Your mass—the actual amount of matter in your body—never changes no matter where you go. Your weight changes because gravity changes. If you weigh 70 kg on Earth, your mass is always about 70 kg, but your weight on Mars drops to 26.5 kg because Mars's gravity is weaker. This is why astronauts feel "weightless" in orbit—they're still falling toward Earth, so gravity doesn't push them against the ground.

Also note that these gravity values are theoretical surface values. In reality, you can't stand on the Sun or Jupiter's surface (Jupiter has no solid surface), but the calculator shows what the physics would predict if you could.

Frequently asked questions

Why would I weigh differently on another planet?

Weight depends on gravity, not mass. Your mass stays the same everywhere, but each celestial body pulls on you with different force. Jupiter's gravity is 2.36 times Earth's, so you'd feel much heavier there. The Moon's is only 0.165 times Earth's, so you'd feel very light.

Does this work for any weight?

Yes. This calculator works for any starting weight on Earth—whether you're 50 kg, 100 kg, or 150 kg. The gravity ratio stays constant, so your weight on any planet scales proportionally.

What's the difference between weight and mass?

Mass is the amount of matter in your body and never changes. Weight is the force gravity exerts on that mass. On Earth you might weigh 70 kg, but on Mars (lower gravity) you'd weigh only 26.5 kg—same mass, less weight.

Can I really stand on the Sun?

No—the Sun is a ball of plasma with no solid surface. The gravity value (27.0 g) is theoretical, calculated at the Sun's photosphere (visible surface). The calculation shows what gravity would do to your weight if you could somehow stand there.

Why is Mercury's gravity the same as Mars's?

It's a coincidence. Mercury is smaller and denser than Mars, but Mars is farther from its center. Both happen to produce a surface gravity of 0.378 g, so your weight would be identical on both worlds.

Is this estimate accurate for real space travel?

Yes, for the purpose of understanding how gravity affects weight. Real spacecraft use these gravity values in calculations. However, actual weight also depends on altitude above the surface and local geological variations.