Automotive How to calculate how much power required to turn a flywheel?

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To calculate the power required to turn a flywheel at a constant velocity, one can use the formula Energy = 1/2 * I * ω², where I is the moment of inertia and ω is the angular velocity in radians per second. The moment of inertia (I) can be calculated using I = m * r², with m being the mass and r the radius of the flywheel. If there are no losses such as friction or air resistance, theoretically, no power is needed to maintain constant angular velocity. To determine the power in horsepower, divide the energy by the time taken to reach the desired angular speed. Understanding these calculations is crucial for applications involving flywheels in mechanical systems.
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How to calculate how much power required to turn a flywheel at constant velosity ? Suppose I have a flywheel of 24 inch diameter, width 5 inches,50kg and constant angular velosity is 1500 rpm. How do I calculate the required power (HP) to turn this or any other with different values?
 
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If there are no losses (eg no friction or air resistance) then it takes no power to keep it running at a constant angular velocity.
 
If there are no losses you can use the formulaEnergy= 1/2 * I * W2

I= m*r2 * constant depending on shape

then divide by the time you want it to reach the angular speed you want (e.g in 10 sec ...)
 
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