AI Gravity Calculator
Discover how your weight varies across different celestial bodies in our solar system.
Note: These calculations are based on relative gravity forces and are designed for educational purposes.
Smart Gravity Facts
Weight vs Mass
- Mass remains constant across all planets
- Weight changes due to gravitational force
- Weight is actually a measure of force
Planetary Facts
- Jupiter has the strongest gravity (2.4x Earth)
- You'd weigh only 38% of Earth weight on Mars
- On the Moon, you'd weigh just 1/6th your Earth weight
"Understanding your weight across the solar system helps comprehend the vast differences between celestial bodies!"
Gravity Explained by Planet
Inner Planets
Mercury, Venus, Earth, and Mars are smaller rocky planets. The gravity on Mercury is only about 38% of Earth's, while Venus is similar at about 91% of Earth's gravity.
Gas Giants
Jupiter, Saturn, Uranus, and Neptune have much stronger gravitational pulls. On Jupiter, you would weigh about 2.4 times your weight on Earth despite the planet's gaseous composition.
Moons & Dwarf Planets
Our Moon has about 1/6th of Earth's gravity. Pluto, now classified as a dwarf planet, has only about 6% of Earth's gravitational pull - you would feel extremely light there!
Pro Tip: Astronauts train underwater to simulate the reduced gravity they'll experience in space. Your weight directly affects how you would move on different planets!
Frequently Asked Questions
How is weight calculated on other planets?
Your weight on another planet is calculated by multiplying your Earth weight by the relative gravitational force of that planet. The formula is: Weight = Mass × Surface Gravity.
Why do I weigh less on the Moon?
The Moon has approximately 1/6th of Earth's gravity due to its smaller mass. This means you would weigh only about 16.6% of your Earth weight when standing on the lunar surface.
Are these calculations scientifically accurate?
Yes, the calculations are based on the established gravitational constants of each planetary body. Our AI enhances these calculations with contextual information to make them more educational.
Note: This calculator is for educational purposes only. Actual weight would be affected by additional factors like atmospheric conditions and exact location on the planetary surface.