How to Calculate This Horsepower from a flywheel?

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    Flywheel Horsepower
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SUMMARY

This discussion focuses on calculating horsepower from a flywheel with specific parameters: a weight of 150 kg, a diameter of 18 inches, and a rotational speed of 700 RPM. The key formula involves the moment of inertia (I) and angular velocity (ω), leading to the equation for stored energy: Iω²/2. The conversation emphasizes the importance of understanding the duration for which power is needed and the concept of instantaneous power, particularly in applications like motor vehicles and historical steam traction engines.

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ar2x7ar
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I have a flywheel (150 Kg, Diameter-18", RPM)

How I Calculate Horsepower from These information.

I am working on a project

Thank you
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The thread over here looks like it discusses the problem.
 
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ar2x7ar said:
Summary: How to find horsepower...?
Information:
flywheel weight- 150 KG
Diameter - 18 inches
Flywheel speed* - 700 RPM's

How I Calculate Horsepower from These information.
The answer can only be obtained if you know how long you need the power to be available for. An unpowered flywheel has only a finite amount of stored Energy (Iω2/2 where I is moment of inertia and ω is the angular velocity). If the flywheel is kept at constant velocity then the available power out is whatever the motor that drives it can produce (none taken from the flywheel).
The interesting question is, in fact, what is the Instantaneous Power, available from the flywheel to deal with a shock load. That's basically what a flywheel is used for - even in a motor car engine, where it gets the shaft running at near constant speed between fuel burns. How 'near' constant speed is needed?
In the days of steam, traction engines had a big flywheel and there was always an Instantaneous Power specified, to indicate how well the engine would deal with instances such as then a plough catches on a stone.
 
Ah that's interesting sophie, I wasn't really sure how flywheels worked. Thanks.
 

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