For a beam of circular cross-section, analysis from elementary strength of materials theory yields the following stresses:

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For a beam of circular cross-section, analysis from elementary strength of materials theory yields the following stresses:

ox My Txy V (R - y) 31 dy = 0 Txz = Tyz = 0

where R is the section radius, I = πR4/4, M is the bending moment, V is the shear force, and dM/dx = V. Assuming zero body forces, show that these stresses do not satisfy the equilibrium equations. This result is one of many that indicate the approximate nature of strength of materials theory.

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