standard linear solid

Thermal relaxation regularities that consistent with the Arrhenius relationship are observed in the low-frequency experiments. Introducing the thermal relaxation regularities into the standard linear solid model, the thermal relaxation model with effects of both frequency and temperature is obtained.

由低频实验获得了符合Arrhenius关系的热弛豫规律，将其引入标准线性固体模型中，得到了同时含有频率和温度效应的热弛豫模型。

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With this method, the matrix form of the3D viscous strain increment for the standard linear solid model is obtained; and the corresponding tensor form is derived, which can be also generalized tot.

首先，根据该代换下的标准线性固体三维黏性应变增量的矩阵形式，导出与之相对应的张量形式，进而推广得到常泊松比下一般黏弹性体三维微分型本构关系。

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A standard linear solid model ( kelvin model) was used to fit the experimental data.

同时以标准线性固体模型对实验数据进行了拟合。

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