![]() The construction of the beam has to be with a homogenous material. Besides, it has to possess a constant cross-section without aberrations. The comprehensive assumptions of bending equation are thus as follows – However, the bending moment equation stipulates a set of assumptions that one has to take into account to arrive at the exact data of flexure stresses. Therefore, bending theory refers to a study of axial deformation caused due to such stresses and consequently also known as flexure theory.īending stress equation, or simply bending equation implies a mathematical equation that aims to find the amount of stress on the beam. This theory, in turn, primarily suggests that a beam is subject to deformation when a force acts upon a point that passes through the longitudinal axis of the beam. Bending equation is a subsection within the purview of bending theory.
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