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THERMAL ELASTO/VISCO-PLASTIC ANALYSIS OF MULTI-LAYERED MODERATELY THICK SHELLS OF REVOLUTION UNDER THERMAL LOADING DUE TO FLUID

机译:热负荷因流体的热负荷下多层中等厚旋转革命的热弹性/粘塑料分析

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An analytical formulation and a numerical solution of the thermal elasto/visco-plastic deformation of multi-layered moderately thick shells of revolution subjected to thermal loads due to fluid are developed. The temperature distribution through each layer thickness is assumed to be a quadratic curve and is determined using the equations of heat conduction and heat transfer. The equations of equilibrium and the relations between the strains and displacements are derived from the Reissner-Naghdi theory. For the constitutive relations, the Perzyna equations are employed. As numerical examples, two-layered cylindrical shells composed of mild steel and titanium subjected to thermal loads due to fluid are analyzed.
机译:开发了一种分析制剂和多层中间厚的多层厚壳的热弹性/粘塑料变形的数值溶液,其受到流体引起的热负荷的旋转。假设通过每个层厚度的温度分布是二次曲线,并且使用导热和传热的方程来确定。均衡方程和菌株与位移之间的关系源自Reissner-Naghdi理论。对于本构关系,使用Perzyna方程。作为数值示例,分析了由温和的钢和钛经受由于流体引起的热载荷组成的两层圆柱形壳。

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