Problem: Determine the moment about point B of each of the three forces acting on the beam
Variable Solution:
Variable Solution:
Givens:
F1 = 375 [lb]
F2 = 500 [lb]
F3 = 160 [lb]
a = 8 [ft]
b = 6 [ft]
c = 5 [ft]
d = 0.5 [ft]
α = 30
Numerical Solution:
MBF1 = F1(b+c) → (375 [lb])(6 [ft] + 5 [ft])
MBF1 = 4125 [lb⋅ft] CCW
MBF2 = cF2cos(tan-1(3/4)) → (5 [ft])(500 [lb])cos(tan-1(3/4))
MBF2 = cF2cos(tan-1(3/4)) → (5 [ft])(500 [lb])cos(tan-1(3/4))
MBF2 = 2000 [lb⋅ft] CCW
MBF3 = dF3sinα → (0.5 [ft])(160 [lb])sin(30)
MBF3 = dF3sinα → (0.5 [ft])(160 [lb])sin(30)
MBF3 = 40 [lb⋅ft] CCW
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