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GENERALIZED FRACTIONAL THERMOELASTICITY ASSOCIATED WITH TWO RELAXATION TIMES

机译:两次松弛时间的广义分数热弹性

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摘要

In this work, a new theory of thermoelasticity associated with two relaxation times is derived using the methodology of fractional calculus. The theories of coupled thermoelasticity and of generalized thermoelasticity (Green-Lindsay Model) with two relaxation times follow as limiting cases. A uniqueness theorem and a reciprocity theorem for this model are derived. A variational principle theorem is obtained.
机译:在这项工作中,使用分数演算方法推导了与两个弛豫时间相关的热弹性新理论。具有两个松弛时间的耦合热弹性理论和广义热弹性理论(格林-林赛模型)作为极限情况如下。推导了该模型的唯一性定理和对等定理。得到了变分原理定理。

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