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ON SAINT-VENANT'S PRINCIPLE IN DYNAMIC LINEAR VISCOELASTICITY

机译:动态线性粘弹性的圣维南原理

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1. Introduction. Sternberg and Al-Khozaie [1] have shown that the von Mises- Sternberg version of Saint-Venant's principle as formulated in [2] is also valid for the linearized theory of quasi-static deformations of isotropic viseoelastic materials. Gener-alizations of the work of TOupih [3] to certain classes of isotropic viseoelastic materials were carried out by1 Edelstein [4] and Neapolitan and Edelstein- [5]. The asymptotic be-haviour of quasi-static solutions in a semi-infinite anisotrbpi'c viseoelastic cylinder was studied by Rionero and Chiri^a [6] by using appropriate cross-sectional measures. A com-prehensive discussion of literature concerned with Satint-Veriant's principle 'and further up-to-date developments can be found'in [7] and [8].
机译:1.简介。 Sternberg和Al-Khozaie [1]已证明,[2]中阐述的Saint-Venant原理的von Mises-Sternberg版本也适用于各向同性粘弹性材料的准静态变形的线性化理论。 1 Edelstein [4]和那不勒斯和Edelstein- [5]对TOupih [3]的工作进行了一般化,使其适用于某些类型的各向同性的人造弹性材料。 Rionero和Chiri ^ a [6]使用适当的横截面测量方法研究了半无限各向异性粘弹性圆柱体中拟静态解的渐近行为。在[7]和[8]中对与Satint-Veriant原理有关的文献进行了全面的讨论,并找到了进一步的最新发展。

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