Flywheel Energy Calculator
Calculate kinetic energy stored in a flywheel. Determine moment of inertia, angular velocity, and energy in ft·lb, Joules, and Wh.
Inputs
Results
Kinetic Energy
39,409.67 ft·lb
Energy
14.84 Wh
How to Use This Calculator
- Enter the Flywheel Mass in lb — heavier flywheels store proportionally more energy.
- Enter the Outer Radius in inches. Energy scales with radius squared, so a larger outer radius dramatically increases storage.
- Enter the Inner Radius (Bore) in inches — set to 0 for a solid disk flywheel.
- Enter the Rotational Speed in RPM. Energy scales with RPM squared, so doubling speed quadruples stored energy.
- Review Kinetic Energy in ft·lb and Joules, and stored Energy in Wh for direct comparison with battery systems.
- Use the Moment of Inertia (lb·in²) value for dynamic and shaft-load calculations.
How the result changes with Rotational Speed
| Rotational Speed | Kinetic Energy | Energy |
|---|---|---|
| 10,001 | 437,972.83 ft·lb | 164.95 Wh |
| 35,001 | 5,364,400.85 ft·lb | 2,020.32 Wh |
| 65,000 | 18,500,651.85 ft·lb | 6,967.65 Wh |
| 90,000 | 35,468,705.32 ft·lb | 13,358.09 Wh |
What each input means
- Flywheel Mass
- Total mass of the flywheel. Heavier flywheels store more energy at the same speed.
- Outer Radius
- Outside radius of the flywheel. Energy storage scales with radius squared.
- Inner Radius (Bore)
- Inner bore radius. Set to 0 for a solid disk flywheel.
- Rotational Speed
- Operating speed of the flywheel. Energy scales with RPM squared — doubling speed quadruples energy.
How this is calculated
Worked example, using the default values
- Identify Input Parameters4 parametersFlywheel Mass = 50, Outer Radius = 12, Inner Radius (Bore) = 2, Rotational Speed = 3000 = 4 input(s) provided
- Calculate Kinetic Energy39409.67 = 39409.67
- Calculate EnergyEnergy14.842 = 14.842
- Calculate Moment of Inertia3700 = 3700
- Calculate Kinetic EnergyKinetic Energy53432.35 = 53432.35
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