首页> 外文期刊>Acta Mechanica Solida Sinica >CONSTITUTIVE EQUATION WITH ORDERED PARAMETERS FOR VISCOELASTIC MATERIAL CONTAINING DEFECTS
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CONSTITUTIVE EQUATION WITH ORDERED PARAMETERS FOR VISCOELASTIC MATERIAL CONTAINING DEFECTS

机译:含粘弹性材料缺陷的有序参数本构方程

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Based on the experimental results of local temperature field formed in the evolution period of defects, the defect field is defined by this internal temperature field. The evolutionary processes of statistically correlative meso-scopic defects are analysed with the growth rate and nucleation rate of the meso-defect, and it is deemed that the dynamic failure process of the viscoelastic material with defects can be quantitatively described by the normal method of the procedure of heat wave transmission. The defect field is regarded as a complex system of the union of the real sets and null sets, its main characteristics depending on the stratum hypothesis about the activities of the subsystems of the highest stratum described by ordered parameters. The fluctuation of ordered parameters is demonstrated by means of the projection operator method. The constitutive equation with ordered parameters for the meso-defect evolutionary state of viscoelastic material with defects is deduced from the nonlinear rheo-logical dynamic approach, and its solution is obtained.
机译:根据缺陷发展时期形成的局部温度场的实验结果,利用内部温度场定义缺陷场。用细观缺陷的生长速率和成核速率分析了统计相关的细观缺陷的演化过程,并认为可以通过常规的方法定量地描述具有缺陷的粘弹性材料的动态破坏过程。热波传输的过程。缺陷场被视为实集与空集的并集的复杂系统,其主要特征取决于有关有序参数描述的最高层子系统活动的层假设。有序参数的波动通过投影算子方法得到证明。从非线性流变动力学方法推导了具有缺陷的粘弹性材料的细观缺陷演化状态的有序参数本构方程,并求解。

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