Principle of Virtual work - Beams

Principle of Virtual work - Beams 

1. Simply supported beam with a point load - 1

2. Simply supported beam with a point load - 2

3. Simply supported beam with two point loads.

4. Simply supported beam with Uniformly distributed load (UDL) - 1

5. Simply supported beam with Uniformly distributed load (UDL) - 2

6. Simply supported beam with Uniformly distributed load (UDL) and a point load - 1

7. Simply supported beam with a couple

8. Simply supported beam with a couple and a point load

9. Simply supported beam with a triangular load

10. Over hanging beam with three point loads

11. Over hanging beam with a point load

12. Compound /hinged beam with point load.

13. Compound /hinged beam with two point loads.

14. A simply supported beam of span 4 m is carrying a uniformly distributed load of 5 kN/m as shown below. Find reactions at A and B using principle of virtual work.

15. A beam of span 5 m is supported at A and B. It is subjected to a load system as shown in Fig. below. With the help of principle of virtual work, find the reactions at A and B.

16. Simply supported beam with Uniformly distributed load (UDL) and a point load - 2

17. Two beams AD and DF of spans 6m and 4m respectively are hinged at C and supported at A,D and F. The beams are loaded as shown in Fig. Using the principle of virtual work, find the reaction at D.

18. Compound beam with point load

19. An overhanging beam ABC of span 3 m is loaded as shown in Fig. Using the principle of virtual work, find the reactions at A and B.

20. Simply supported beam with Uniformly distributed load (UDL) and a point load - 2

21. Compound / hinged beam with point loads.

22. Using the principle of virtual work, find the reaction Rd for the system shown in fig. For any position of a vertical load P on the beam AC as defined by its distance x from A.