1) electroelastic Eshelby's tensor
电弹Eshelby张量
1.
The closed-form solutions of the electroelastic Eshelby's tensors can be expressed by the Eshelby's tensors of the perfectly elastic inclusion problem and the perf.
建立了电弹Eshelby张量与弹性夹杂问题的Eshelby张量、介电夹杂问题的Eshelby张量之间的关系式。
2) Eshelby tensor
Eshelby张量
1.
The model comes intimately from the concept of the equivalent inclusion of Eshelby with eigenstrains to be determined in an iterative way for each short-fiber embedded in the matrix with various properties via the Eshelby tensors,which can be readily obtained beforehand through either analytical or nume.
模型依据Eshelby等效夹杂物的概念并借助Eshelby张量,采用迭代方法来计算基体中各种性能短纤维的本征应变,其中所需的Eshelby张量不难通过解析或数值方法获得。
3) elastic modulus tensor
弹性张量
4) free spred
自由弹张量
5) photoelastic tenson
光弹性张量
6) charge moment tensor
电矩张量
1.
Based upon a new charge moment tensor and the calculation rule of magnetic moment for a rotational charged body,and by means of Euler\'s angular coordinates and Euler\'s kinetic equation about a rotational rigid body in classical mechanics,the general Lagrangian and Euler\'s dynamic equation of a charged dielectric rigid body under a uniform magnetic field have been derived.
基于一个新的电矩张量~T(O)及旋转带电体的磁矩的矩阵表达方式,借助分析力学中关于刚体转动的欧拉角描述方法以及欧拉运动学方程,推导了旋转带电的电介质刚体在外加匀强磁场中的拉格朗日函数的一般形式,并在简单的四度对称条件下推导出具体的拉格朗日动力学方程组,发现并指出了其循环坐标及对应的守恒量,同时建立了其欧拉转动动力学方程。