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Private, client-side calculation

Potential Energy Calculator

Calculate gravitational potential energy from mass, gravity and height using PE = mgh

kg
m
STEP 01⚖️
Enter object mass
Add the object's mass in kilograms, grams or pounds
STEP 02📏
Set height & gravity
Choose height units and Earth, Moon, Mars or custom gravity
STEP 03
Review stored energy
See joules, kilojoules, watt-hours and practical comparisons
Potential Energy
joules
Mass
kilograms
⚖️
Height
metres
📏
Gravity
m/s²
🌍
Energy Level
relative scale
📈
Your Details
PE = m × g × h
Potential energy equals mass × gravitational acceleration × height
kg
m
m/s²
Potential Energy Gauge

Hit Calculate to see your result

Formula Check
🧮

Your formula appears here

Energy Metrics

Metrics appear after calculation

✦ Result Explainer

Your explanation appears here

▣ Practical Checklist
📋

Your checklist appears after calculation

◎ What If Simulator

Test how mass and height change stored energy without changing your main result.

J

Calculate your baseline first

● Ask About Your Result
Calculate first, then ask about gravity, height, units or stored energy.
Frequently Asked Questions

It is energy stored because an object has mass and is positioned at a height in a gravitational field. Near Earth's surface it is commonly estimated with PE = mgh.

Use 9.80665 m/s² for standard Earth gravity, or select a different body or custom local value when appropriate.

Yes, because the zero-height reference is chosen by the user. This calculator uses positive heights above the selected reference level.

Physics & Calculation Disclaimer

Results are generated locally in your browser using the near-surface gravitational potential energy relationship PE = mgh. They are educational estimates and assume approximately constant gravity over the selected height. Verify units, reference height and model suitability for engineering, safety or professional decisions.

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