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ON THE FUNDAMENTAL SOLUTIONS OF GENERALIZED THERMOELASTICITY WITH THREE PHASE-LAGS

机译:具有三阶段滞后广义热弹性的基本解

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The aim of the present work is to derive the fundamental solutions in the linear theory of generalized thermoelasticity with three phase-lags, recently introduced by Roychoudhuri (2007). We consider the case of homogeneous and isotropic bodies and present a solution of the Galerkin-type of field equations. The solution is then used to determine the effects of concentrated loads and heat sources in an unbounded medium. The fundamental solutions of the field equations in case of steady vibrations are also derived.
机译:本工作的目的是推导Roychoudhuri(2007)最近引入的具有三个相位滞后的广义热弹性线性理论的基本解。我们考虑均质和各向同性物体的情况,并给出Galerkin型场方程的解。然后将该解决方案用于确定无边界介质中集中负载和热源的影响。还得出了在稳定振动情况下场方程的基本解。

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