Artificial Gravity: Washing Machine Drum (27 cm, 4.1 rev/s)

AI Thread Summary
To determine the artificial gravity experienced by clothes in a washing machine drum with a radius of 27 cm spinning at 4.1 rev/s, the radial acceleration formula Ar = v²/r is applied. The radius must be converted to meters, and the rotational speed to linear velocity in m/s for accurate calculations. The result should then be expressed as a multiple of gravitational acceleration (g = 9.8 m/s²). If initial attempts at conversion failed, reviewing the calculations for potential errors is essential. Properly applying these steps will yield the correct strength of artificial gravity.
cstout
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Homework Statement



If a washing machine's drum has a radius of 27 cm and spins at 4.1 rev/s, what is the strength of the artificial gravity to which the clothes are subjected? Express your answer as a multiple of g.

Homework Equations



Ar= v2/r

The Attempt at a Solution



I tried converting the radius to m and the rev/s to m/s but that didn't work, I'm not sure what else I could try to solve this problem.
 
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cstout said:

Homework Statement



If a washing machine's drum has a radius of 27 cm and spins at 4.1 rev/s, what is the strength of the artificial gravity to which the clothes are subjected? Express your answer as a multiple of g.

Homework Equations



Ar= v2/r

The Attempt at a Solution



I tried converting the radius to m and the rev/s to m/s but that didn't work, I'm not sure what else I could try to solve this problem.
If you did it this way, that is the correct way to get the radial acceleration, but then you must express it as a multiple of g, where g=9.8m/s^2. Please show your work; you might have made a math error, or misunderstood the 'g' thing.
 
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