stress tensor

应力张量:描述物体内部各点处于不同方向上的应力状态的数学工具。

常用释义

词性释义

应力张量:描述物体内部各点处于不同方向上的应力状态的数学工具。
例句
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1·Conservation of Mass. Conservation of Momentum. Stress Tensor.
质量守恒,动量守恒,应力张量。
2·A dual relationship between stress tensor and displacement grads tensor is presented.
提出了应力张量与位移梯度张量的对偶关系。
3·In this paper, the problem of electromagnetic stress tensor of the oblate spheroidal conductor in an electric field is studied.
本文研究电、磁场作用于扁球导体、磁导体上的力矩。
4·In this paper we turn out the coherent-state expression of energy-momentum stress tensor in two dimensional Schwarzschild black holes.
讨论了一个二维黑洞的能量应力张量的相干态表示,并将这样得到的结果与已有的结果进行比较和讨论。
5·In this paper we turn out the coherent-state expression of energy-momentum stress tensor in two dimensional Schwarzschild black holes. The results have been discussed as well.
讨论了一个二维黑洞的能量应力张量的相干态表示,并将这样得到的结果与已有的结果进行比较和讨论。
6·Based on three dimensional finite element analyses of magnetic fields, the cogging torque of a prototype motor is calculated using the virtual work and Maxwell stress tensor methods.
在电机内磁场三维有限元数值分析的基础上,采用虚位移和麦克斯韦张量两种不同的方法计算了电机的脉动转矩。
7·According to the definition of stress tensor and by means of the tensor calculation rule and the concerned stipulations the equivalent theorem of shearing stress is proved in this paper.
本文根据应力张量定义,利用张量计算规则及有关规定,给出剪应力互等定理的证明。
8·The main factors such as pressure, the third invariant of stress tensor, strain hardening and softening, stain rate and tensile damage have been taken into account in the constitutive model.
该本构模型全面考虑了压力、应力第三不变量、变形的硬化和软化、应变率强化以及拉伸损伤等各个影响因素。
9·Using the theory of damage mechanics and fracture mechanics, the damage tensor, effective stress tensor and damage strain, etc. of rock mass are defined, propagation equation of damage is developed.
运用损伤力学以及断裂力学理论,定义了岩体损伤张量、有效应力张量、损伤应变等,建立了损伤演化方程,从而建立了多裂隙岩体的损伤断裂模型。
10·This paper introduces a new concept-mechanical energy flow, studies stress tensor in energy flow and an application of mechanical energy density conservative points in dynamical systems is discussed.
本文介绍了力学中的一个新概念机械能流,研究了能流中的应力张量,并讨论了动力学系统中机械能密度守恒点的一个应用。