Here we convert uniformly varied load to the point load:
Total Moment @ A = 0
So reaction at A is 88.888 kN while on B is 111.112 kN.
- 3- Determine the reactions on the beam shown. Assume A is a pin and the...
2- Classify each of the figures shown below as statically determinate or statically indeterminate, stable or unstable. If statically indeterminate, report the number of degrees of indeterminacy. Joint Joint Joint 19 3- Determine the reactions on the beam shown. Assume A is a pin and the support at B is a roller (smooth surface). 10KN m BALI 3m 4m am And А X
Consider the following beam. The beam is prismatic and made out of the same material for the entire length. Neglect self-weight in the analysis. The beam is supported by pin at A and by roller at B, C, and D 10kN 4m 4m 4m By choosing Vs and Vc (vertical reaction at B and C) as redundant forces, determine all support reactions
The beam AC is supported by a smooth pin at A and a roller at B
as shown in the figure below.
a. Sketch the free-body diagram of the beam and use it to
determine the support reaction components at A and B.
b. Draw the shear and moment diagrams for the beam.
6. The beam AC is supported by a smooth pin at A and a roller at B as shown in the figure below. 6 kN 12 kN/m...
Determine the reactions at the supports A and B of the beam shown below. A is a pin support and B is a roller
A beam supports a variably distributed load as shown in Figure 3. Given a pin support at A, and a roller support at B, calculate the support reactions. Lw 6 kN/m lw 2 kN/m 2 m Figure 3 Beam supporting a variably distributed load
Determine the reactions at the roller support B and the pin support
A
Determine the reactions at the roller support B and the pin support A 1 end 6 kN A-t 6 kN/m 3 m
3. Determine the reactions at the supports shown in the following figure. The beam has a roller joint at A and a pin joint at B. (25 points) 900 N/m 600 N/m
The beam shown in figure below is connected to a pin at point A and rests on a roller at point B. Consider the weight of the beam, draw a free-body diagram of the beam? 17. 6KN 10KN 75"
The beam shown in figure below is connected to a pin at point A and rests on a roller at point B. Consider the weight of the beam, draw a free-body diagram of the beam? 17. 6KN 10KN 75"
6.4. For the beam loaded as shown in Figure 6.4, A is a pin and B is a roller. a) Draw the free body diagram. (Marks 2) b) Compute the reaction at B. (Marks 2) c) Compute the horizontal and vertical reactions at A. (Marks 2) 50 kN/m 100 KN 500 kNm 20 kN/m | 3m 3m 6m I SI Figure 6.4
1. (a) Find all the zero-force members of the truss. (b) Determine the reactions at the supports B and D. (c) Determine the force in element GC. Assume support B is a roller and D is a pin 10 kN 3m B & 4m