In a fixed beam of span 'L', a concentrated load 'W' divides it as 'a' & 'b'. The fixed end moments are:
(Wb2a) / L2 & (Wa2b) / L2
Calculating Fixed End Moments in a Fixed Beam Understanding how to calculate fixed end moments is crucial in structural analysis, especially for indeterminate structures like fixed beams. This means the load is at a distance 'a' from one end and 'b' from the other end. Therefore, the correct answer is (Wb 2 a) / L 2 & (Wa 2 b) / L 2.
Important Questions from Methods of Structural Analysis
A surface structure has:-
A single bay single storey portal frame has a hinged left support and fixed right support. It is loaded with a uniformly distributed load of w/m length on the beam. Which one of the following statements is true with regard to the deformation of the frame? Assume all the members have equal length.
In the structural analysis, the unit load method used is:
Who proposed the Theorem of Reciprocal Deflection?
Which method can be used to analyse the two or three dimensional members?
