Analyze the beam of Problem 11.1, which is subjected to the 3. indicated loads if support B settles 2.0 in. E = 4000 ksi and I = 1200 in*. %3D (Ans: RBy = 98.96 k) %3D %3D
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I need 11.23. Ignore 11.24.
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- Determine the cross-sectional area A required for the members of the truss in Fig.2, so that the horizontal deflection at joint D (Ap-h) is 10 mm. Use the virtual work method. 50 KN 100 kN Fig. 2 50 kN c↓ 3 m EA constant E-70 GPA D 4 mUsing slope deflection method, find the reaction moments at support'of the continuous beam Fig4. E is const.Q.77 Laplace transform of e 2t cos (4t) is s-2 S+2 (a) (s- 2)? + 16 (b) (s- 2)? + 16 s-2 s+ 2 (c) (s + 2)2 + 16 (d) (s+ 2)? + 16
- Q-1: Use double integration method to find the deflection at the pin C and the slope at roller support D for beam shown in Fig. 1. (constant EI) 60KN Fig.1 B 3m 3m » * 3mDETERMINE THE EXTERNAL REACTIONS AT FIXED SUPPORT AND SLOPE AND DEFLECTION AT MIDSPAN OF SEGMENT BC OF THE BEAM SHOWN USING CONJUGATE BEAM METHODAnalysis of Frames where P= 84
- 12.18 0A and Aa. Reactions given. I=2690 in.*. 30 k 60 k A 10 ft 10 ft 15 ft 15 ft 20 ft 30 ft 2.62 k 65.63 k 21.75 k can you solve this problem with Conjugate Beam Method? E = 29*10^6psi %3DTruss Energy: Find the vertical deflection at B using virtual work.Force P with 5.05 kN magnitude acts along the parallelepipeds diagonal CE, pointing towards E 290 mm 290 mm 145 mm Determine the magnitude of the moment of Pabout the following Ines in N-m. (a) Ine OA N-m (b) ine O8 N- m (c) Ine AB N-m (d) Ine BF N-m (e) ine BG N-m (r) Ine DG N-m (a) Ine 0D N-m (h) Ine OC N-m (1) ine EF N-m (1) Ine OF
- Determine the value of the maximum deflection and rotation at bothsupport for the beam loading shown if the uniformly distributed load ωis 58 N/m. Assume EI to be constant all throughout thespan.Evaluate the degrees of indeterminacy for the frames shown below. (a) (b)6. Find the reaction at each support of the given frame shown. Make at least eight distributions. Use Moment Distribution method 5.0 m CS Scanned with CamScanner b I 15 kN/m 31 -3.0 m 21 21 -3.0 m 20 kN/m e