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THERMODYNAMICS OF FINITE STRAIN ELASTIC-INELASTIC DEFORMATION

机译:有限应变弹性-弹性变形的热力学

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摘要

The kinematic relations describing elastic-inelastic deformation that coincide in shape with the well-known He representation but are free from, the drawback of the latter are extended to the case of thermo-elastic-inelastic deformation with finite strains. The limitations imposed on the kinematics by the principle of objectivity are considered. Relations for the stresses and entropy are derived from the laws of thermodynamics, and a heat-conduction equation is constructed.
机译:描述弹性-弹性变形的运动学关系在形状上与众所周知的He表示一致,但是没有运动性关系,后者的缺点扩展到具有有限应变的热弹性-弹性变形的情况。考虑了客观性原则对运动学的限制。由热力学定律推导出应力与熵的关系,建立了热传导方程。

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