Solutions of some boundary value problems for a new class of elastic bodies. Comparison with predictions of the classical theory of linearized elasticity: Part II. A problem with spherical symmetry

Bustamante R.; Rajagopal K. R.

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Solutions of some boundary value problems for a new class of elastic bodies. Comparison with predictions of the classical theory of linearized elasticity: Part II. A problem with spherical symmetry

机译：一类新型弹性体的一些边值问题的解答。与经典线性弹性理论预测的比较：第二部分。球对称问题

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In Part II of the paper, we study the response of a spherical annular region of the same strain limiting elastic body considered in Part I, wherein the linearized strain is a nonlinear function of the stress. We study the response of the annular region due to a normal radial inflation, and as in Part I, we find the response to be strikingly different from that of the classical linearized elastic solid.

机译：在本文的第二部分中，我们研究了在第一部分中考虑的相同应变限制弹性体的球形环形区域的响应，其中线性化应变是应力的非线性函数。我们研究了由于正常的径向膨胀而引起的环形区域的响应，并且像在第一部分中一样，我们发现响应与经典线性弹性体的响应截然不同。

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《Acta Mechanica》 |2015年第6期|共7页
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Bustamante R.; Rajagopal K. R.;
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Solutions of some boundary value problems for a new class of elastic bodies. Comparison with predictions of the classical theory of linearized elasticity: Part II. A problem with spherical symmetry

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