Let Va and Vd be vertical reactions at Support A and D.
so, Va + Vd = 4+8+8+4 = 24
Now moment about A = 0
so, Vd*60 - 4*60 - 8*40 - 8*20 - 3*20 = 0
i.e, Vd = 780/60 = 13 k (upwards)
so, Va = 24 - 13 = 11 k (upwards)
As Hinge support is only at A, so it will resist horizontal support.
so, Ha = 3 k (towards left)
Now to calculate force in each element we will take each joint one by one.
Member | Force (K) | Nature (Compression/Tension) |
AH | 11 | C |
AB | 3 | T |
AG | 0 | |
HG | 8.7 | C |
BG | 8 | C |
BH | 9.9 | T |
GC | 0 | |
BF | 11.31 | T |
GF | 8.7 | C |
BC | 8 | C |
FC | 16.7 | C |
FD | 12.3 | T |
CE | 0 | |
FE | 8.7 | C |
CD | 8 | C |
DE | 4 | C |
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