ON GROWTH AND CONTINUOUS DEPENDENCE IN  HERMOELASTICITY WITH MICROTEMPERATURES

R. Quintanilla

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ON GROWTH AND CONTINUOUS DEPENDENCE IN HERMOELASTICITY WITH MICROTEMPERATURES

机译：微温热弹性的增长和连续依赖

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This paper is concerned with the linear theory of thermoelasticity with microtentperatures. Our main aim is to show how the logarithmic convexity arguments can be used in this theory. Results concerning uniqueness, instability and structural stability are consequences of the use of this method in the proposed thermomechanical theory. The main difficulty is the fact that the thermal and microthermal parts of the system of field equations do not define a self-adjoin problem. However the use of suitable weights permits to save the difficulties.

机译：本文涉及具有微帐篷的热弹性线性理论。我们的主要目的是说明如何在该理论中使用对数凸度参数。有关唯一性，不稳定性和结构稳定性的结果是在提出的热力学理论中使用此方法的结果。主要困难在于以下事实：场方程系统的热和微热部分未定义自伴问题。但是，使用合适的砝码可以节省困难。

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来源
《Journal of thermal stresses》 |2011年第9期|p.911-922|共12页
作者
R. Quintanilla;
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作者单位

Matematica Aplicada 2, ETSE1AT-UPC, Terrassa, Barcelona, Spain;

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收录信息美国《科学引文索引》(SCI);美国《工程索引》(EI);
原文格式 PDF
正文语种 eng
中图分类
关键词
boundary value problems; continua with microtemperatures; continuous dependence; growth; uniqueness;

机译：边值问题;连续微温;持续依赖增长独特性;

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ON GROWTH AND CONTINUOUS DEPENDENCE IN HERMOELASTICITY WITH MICROTEMPERATURES

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