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    batmanbale Posts: 2, Reputation: 1
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    #1

    Mar 7, 2008, 07:22 AM
    Bending Moments
    The bending moment M, along a beam of length L (m), with a uniformly distributed load of w ( kN/m), is given by:
    M = wLx - wx2 where x is the distance measured
    2 2 from one end

    When L = 8 and w = 4, M = 16x - 2x2
    Determine:
    (a) the maximum value of M (at the centre of the beam)

    (b) the values of x when M = 21
    batmanbale's Avatar
    batmanbale Posts: 2, Reputation: 1
    New Member
     
    #2

    Mar 7, 2008, 07:28 AM
    Moments - Bending
    The bending moment M, along a beam of length L (m), with a uniformly distributed load of w ( kN/m), is given by:
    M = wLx/2 - wx2/2


    where x is the distance measured from one end

    When L = 8 and w = 4, M = 16x - 2x2
    Determine:
    (a) the maximum value of M (at the centre of the beam)

    (b) the values of x when M = 21

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