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首页> 外文期刊>Moscow university mechanics bulletin >A Nonlinear Maxwell-Type Model for Rheonomic Materials: Stability under Symmetric Cyclic Loadings
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A Nonlinear Maxwell-Type Model for Rheonomic Materials: Stability under Symmetric Cyclic Loadings

机译：流变材料的非线性麦克斯韦型模型：对称循环载荷下的稳定性

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摘要

The analytic study of the nonlinear Maxwell-type constitutive relation for rheonomic materials with two material solutions is continued to reveal the capabilities of this relation to model rheological effects, its applicability scope, and the techniques of identification. The properties of the response to an arbitrary periodic loading program are considered. A criterion of its periodicity is obtained. A condition is found when the nonlinear Maxwell-type model adequately describes the stability effect as well as the hysteresis loop closure under symmetric cyclic loadings. It is shown that this condition is dependent on a single material function and is consistent with the simulation of resistance capabilities of materials.
机译：继续对流变材料具有两种材料解决方案的非线性麦克斯韦型本构关系进行分析研究，以揭示这种关系对模型流变效应的功能，其适用范围和识别技术。考虑对任意周期性加载程序的响应的属性。获得其周期性的标准。当非线性麦克斯韦型模型充分描述了稳定效应以及对称循环载荷下的磁滞回线闭合时，便找到了一个条件。结果表明，该条件取决于单一的材料功能，并且与材料的电阻能力仿真相一致。

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