Flywheel that will simulate a load of .104 slug-feet squared

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SUMMARY

The discussion centers on calculating the weight and radius of a flywheel to simulate a load of .104 slug-feet squared, emphasizing the relationship between weight and radius in achieving similar results. It highlights that a larger radius with a smaller weight can yield the same moment of inertia as a smaller radius with a larger weight. The moment of inertia formula for flywheels, which is dependent on geometry, is crucial for these calculations. The conversation also notes the peculiarities of using US units in engineering contexts.

PREREQUISITES
  • Understanding of moment of inertia formulas for flywheels
  • Basic knowledge of physics principles related to rotational dynamics
  • Familiarity with units of measurement in engineering, specifically slug-feet
  • Experience with load simulation techniques in mechanical design
NEXT STEPS
  • Research the moment of inertia formulas specific to different flywheel geometries
  • Explore methods for calculating load simulations in mechanical systems
  • Learn about the implications of using US units in engineering calculations
  • Investigate the effects of radius and weight variations on flywheel performance
USEFUL FOR

Mechanical engineers, physics students, and professionals involved in designing and simulating mechanical systems will benefit from this discussion.

Ray Fernandez
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Any one can help with the following, i need to know the weight and radius of flywheel that will simulated a load of .104 slug-feet squared, calculation base in friction
 
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There is no fixed weight and radius, a larger radius and smaller weight will give similar results as a smaller radius and larger weight.
There is a formula for the moment of inertia of flywheels (it depends on the geometry).

Those US-units are weird...
 

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