应力张量

词组短语

stress tensor

与应力张量相关的网络例句 [注：此内容来源于网络，仅供参考]

We have studied a model of a non-Newtonian viscous compressible fluid in 3D bounded domains, in which the viscous part of the stress tensor satisfies the coerciveness condition and the values of the growth condition ., are positive constants. Here is the tensor of the velocity gradient, is the strain tensor and ,which depends on the tensor of the velocity gradient, is the hefts of .

对满足强制性条件，以及增长性条件的非牛顿粘性可压缩流体在三维有界区域中的流动进行了研究，其中和为正常数，为速度梯度张量，是偏应力张量，为的分量，它依赖于速度梯度张量。

As application examples, mode-I stress intensity factors of cracked beams are obtained with present approach, the results are shown to agree well with those of Tada's handbook. The physical illustration of deviator strain energy release rate aboutintegral is given in this paper.

最后建立了利用有限元分析结果来计算积分值的基本公式，改进了当积分路径沿外边界积分时，应力张量难以在边界上分解成应力偏张量和应力球张量的这一缺陷。

Based on the total Lagrangian description, general stress and strain iensors corresponding to Kirchhoff siress tensor and Green strain tensor are used in the process of derivation.

推导过程基于完全的增量形式Lagrange描述法，采用与Kirchhoff应力张量和Green应变张量对应的广义应力和广义应变张量进行分析。

According to the theory of invariants of the stress tensor and inductive method, a unified theory of failure is possible.

作者从应力张量不变量出发，提出一些现有强度理论的缺点或不足之处，根据应力张量不变量理论和归纳方法提出了可能的统一的强度理论。

From the basic formula of coulomb force and ampere force,together with the concept of electric stress tensor , the mathematic formula of electric force and magnetic force is deduced in this article.

从库仑力和安培力的基本公式出发，引用电应力张量和磁应力张量的概念，导出计算电场力和磁场力的简单数学表示式。

It is proved that frame indifference of strain energy founctions Wof a hyperelastic materical implies symmetry of Cauchy stress tensor T,and that frame indifference of T implies symmetry of T.

证明了应变能函数的客观性意味着 Cauchy 应力张量的对称性，以及 Cauchy 应力张量的客观性将包含应变能函数的客观性，从而也导致 Cauchy 应力张量的对称性。

In tensor algebra the vector appears as a speical case of a more general concept, which includes stress and inertia tensors

在张量代数中，矢量是做为更普遍的概念的一种特殊情况出现的，这种更普遍的概念包括应力张量和应变张量。

According to the similar nature of gravitational field and electrostatic field, using analogy method, the stress tensor in gravitational field is obtained from Maxwells stress tensor in electrostatic field, and the universal gravitation inside t

文摘：根据引力场和静电场的相似性质，通过类比方法由静电场的麦克斯韦应力张量得出了引力场中的应力张量，并用它计算了均质球体内部的万有引力。

According to the similar nature of gravitational field and electrostatic field, using analogy method, the stress tensor in gravitational field is obtained from Maxwells stress tensor in electrostatic field, and the universal gravitation inside the isotropic spheroid is calculated with the obtained result.

文摘：根据引力场和静电场的相似性质，通过类比方法由静电场的麦克斯韦应力张量得出了引力场中的应力张量，并用它计算了均质球体内部的万有引力。

The osculating relation exists between rockfill fabric tensor and stress tensor, which have been proved theoretically in this paper. So creep mechanism and deformation law of rockfill can be gained from varying of fabric tensor. As a result creep mechanism of rockfill creep may be revealed from microcosmic view.

堆石体组构张量与应力张量和应变张量有密切的关系，从组构张量的变化可以导出堆石体的变形机理和规律，从而揭示堆石体材料流变变形的细观机理。

与应力张量相关的网络解释 [注：此内容来源于网络，仅供参考]

tensor; antisymmetric：反对称张量

tensor 张量 | tensor; antisymmetric 反对称张量 | tensor; deviatoric stress 轴差应力张量

stress tensor：应力张量

stress strain relation 应力应变关系 | stress tensor 应力张量 | stress trajectory 应力轨迹

stress tensor：胁强张量,应力张量

stress 胁度,应力 | stress tensor 胁强张量,应力张量 | stress-optic constant 胁强光学常数,应光学常数

stress tensor：应力张量 応力

■ stress relief method 应力释放法 応力解放法 | ■ stress tensor 应力张量 応力テンソル | ■ strike 走向 走向

effective stress tensor：有效应力张量

守恒积分 conservation integral | 有效应力张量 effective stress tensor | 应变能密度 strain energy density

magnetic stress tensor：磁应力张量

magnetic reynolds number 磁雷诺数 | magnetic stress tensor 磁应力张量 | magnetic surface 磁面

magnetostatic stress tensor：静磁应力张量

magnetostatic oscillation 静磁振荡 | magnetostatic stress tensor 静磁应力张量 | magnetostatic unit 静磁单位

shear stress tensor：剪切应力张量

shear stress line 剪应力线 | shear stress tensor 剪切应力张量 | shear surface 切变面

tensor; symmetric：对称张量

tensor; stress 应力张量 | tensor; symmetric 对称张量 | tensor; turbulence stress 乱流应力张量

principal value of stress tensor：应力张量主值

principal value ==> 主値 | principal value of stress tensor ==> 应力张量主值 | principal valve ==> 主要瓣膜