Padmal
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Do bending moment and shear forces are dependable on a beam's cross sectional area?
Bending moments and shear forces are independent of a beam's cross-sectional area. The bending moment is derived as the integral of the shear force curve, while the shear force curve is the integral of the load curve acting on the beam. This relationship is crucial for understanding beam behavior in structural analysis. For further details, refer to the "Relationships between load, shear, and moment diagrams" section on Wikipedia.
PREREQUISITESStructural engineers, civil engineering students, and anyone involved in analyzing beam behavior in construction and design projects.
They do not.Padmal said:Do bending moment and shear forces are dependable on a beam's cross sectional area?
Very much thank you to you sir! I was wondering that we're not given any of those cross sectional details when we're asked to draw SFD and BMD. So that's a kind of a hidden tip ;)SteamKing said:They do not.
The bending moment is the integral of the shear force curve, and the shear force curve is the integral of the load curve of the beam.
http://en.wikipedia.org/wiki/Shear_and_moment_diagram {See the section "Relationships between load, shear, and moment diagrams"}