物体力を伴う直交異方性体の一般的解法

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  • General solution methods for orthotropic solids with body forces

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A three-dimensional elasticity solution with arbitrary body forces for orthotropic solids is derived from the displacement equilibrium equations for orthotropic is solids. Three potential functions are used to derive the solution. One is used for a basic solution such as Boussinesq’s function in isotropic solids，and the other two are used for adjoint functions. The solution is automatically in agreement with thermoelastic potentials of orthotropic solids, if three body forces are replaced with three temperature gradients.

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