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Power to rotate shaft in bending

  1. Jul 8, 2009 #1
    How do you calculate amount of power needed to slowly rotate shaft under bending moment? This is not related to transmittal of torque.

    Given:
    shaft size
    span between support bearings
    bending moment value
    rpm

    Assume: slow rotation (ignore centrifugal forces caused by deflection)
     
  2. jcsd
  3. Jul 8, 2009 #2
    To set a stationary shaft into rotation needs application of torque.
    Do you need the shaft to rotate around the central axis along its length or the central axis perpendicular to length?
    "Bending moment" is torque.
    The moment of Inertia, given by I=M{[R^2]/4 + [L^2]/12) muliplied by angular acceleration gives the torque that you know.
    Power is supplied only until it accelerates.Fdx/dt is the power, but to produce the same rpm with the same torque F varies as F=T/r, where r is the distance of point of application of force from the centre, power varies inversely as r for the same torque.
     
    Last edited: Jul 9, 2009
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