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Q: a moment of inertia of
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A: Given, Flywheel turns r = 480 rpm = 480/60 = 8 rps Tangential radius = 30 cm = 0.3 m
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Q: include units
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Determine the deflection at C and the slopes at the bearings A and B. EI is constant.
Given:
- Lengths are given in figure.
The equation for deflection at point B due to point A can be given by,
The equation for deflection at point C due to point A can be given by,
The equation for net deflection at point C can be given by,
Substitute the required values in the above equation to obtain the net deflection at C.
Therefore, the deflection at point C is .
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