Question: Solve Prob. 135 using the slope-deflection equations. Data From 13-5. Use the moment-distribution method to determine the moment at each joint of the symmetric bridge

Solve Prob. 13€“5 using the slope-deflection equations.

2 ft 4 ft 4 k/ft 4 ft –2 ft 9 ft8 ft' 25 ft 6 ft -30 ft- 40 ft- -30 ft-

Data From 13-5.

Use the moment-distribution method to determine the moment at each joint of the symmetric bridge frame. Supports at F and E are fixed and B and C are fixed connected. Use Table 13€“2. Assume E is constant and the members are each 1 ft thick.

Solve Prob. 13–5 using the slope-deflection equations.Data From 13-5.Use the

2 ft 4 ft 4 k/ft 4 ft 2 ft 9 ft8 ft' 25 ft 6 ft -30 ft- 40 ft- -30 ft-

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See Prob 1319 for the tabulated data M N K N N C N F 1 C N FEM N For span AB M AB 02243EI A 0683 B 0 ... View full answer

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