How to Calculate Inertia and Kinetic Energy for a High Inertia Flywheel?

AI Thread Summary
To calculate the inertia and kinetic energy of a high inertia flywheel, it is suggested to model it as a combination of concentric circles, calculating the energy of each disc and summing them. The classic formulas for inertia and kinetic energy, such as I_rim = m * R_m^2 and E = 1/2 * I_r * w^2, can be applied if the flywheel is treated as a rim, hub, and spokes configuration. However, using a CAD program for inertia calculations is recommended for greater accuracy, as it accounts for complex geometries that may introduce significant errors in mathematical assumptions. The discussion emphasizes the importance of precision in design for effective energy storage. Accurate calculations are crucial for optimizing flywheel performance.
Dean Winchester
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Hello,

I have to design a high inertia flywheel for energy storage. The flywheel must be something like in the drawing I attached. The question is: how can I calculate the Inertia and the stored kinetic energy in this type of flywheel?
Can I consider it like a classic "Rim , hub and spokes" flywheel, thus considering it like if there was a continuous rim, and use the classic formulas found in literature, such as I_rim=m*R_m^2 (where R_m is the mean radius) for the inertia of the rim and E=1/2*I_r*w^2 for the kinetic energy stored?

Thanks a lot for your help!
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Just curious?
Why not use the Inertia calculations of said CAD program? It's much more precise than a mathematical assumption based formulation, as those intersections and fillets will have high error coefficients.
 
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