各向异性非均匀非线性热弹性介质的大变位广义平面问题的一种边值模型
A Boundary Value Model of Generalzed Two-Dimensional Problems of Nolnear Thermoelasticity With Finite Displacement Nonhomogeneous Anisotropic Medium
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摘要: 本文推广文2,3,采用二个应力函数、平面位移及温度为变量,建立一种大变位和一般物性关系的热弹性广义平面问题的边值模型。Abstract: This paper extends the reference 2, 3, Using two stress functions, plane displacement and temperature as the variables, establishes a boundary value model of thermoelastic generalized two-dimensional problems, with finite displacements and general constitutive relationships.