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strain tensor相关的网络例句

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与 strain tensor 相关的网络例句 [注:此内容来源于网络,仅供参考]

It is true that the discrete version of Korn's second inequality does not hold in the standard Crouziex-Raviart 1 element space. In [24] , the strain tensor was modified, at the same time, the bilinear form changed, as a result the modified discrete version of Korn's second inequality holding in the standard Crouziex-Raviart 1 element space.

我们知道,在标准的Crouziex-Raviart 1元空间中第二Korn不等式的离散形式是不成立,Falk在[24]中修改了应变张量,相应的弹性问题的双线性型也被修改,这样,修改后的第二Korn不等式的离散形式在标准的Crouziex-Raviart 1元空间中成立。

According to the fact that the in plane components of strain tensor and the out of plane compo...

选取CCA模型分析了单向纤维增强复合材料的弹性性能,得到了满意的结果

By introducing reasonable fundamental assumptions and the Green strain in orthogonal curvilinear coordinates,geometric equations expressed by the Green strain tensor for solving thin shells with large deformation are derived in this paper.

将正交曲线坐标下的格林应变张量引入到薄壳大变形分析,通过建立恰当的基本假设,直接导出了用格林应变张量表示的壳体变形几何方程,将该方程代入到本构方程,由能量原理得到了小应变非线性变形平衡方程、内力方程和边界条件,在此基础上提出了大应变变形的简化分析方法。

So that, estimating displacement and strain tensor components is an integral part of ultrasound elastography.

其中估计位移和应变矢量成分是超声弹性成像一个非常关键的环节。

Accordingly, the first invariant I〓 of the strain tensor will be zero in the infinitesimal plastic theory.

在小变形理论中表示就是其应变的第一不变量I〓=0。

By computing the effective strain tensor components, a constitutive theory for concrete containing many de-bonding cracks is presented.

对混凝土细观损伤理论进行研究。

From the point of view of perfect interface, the stress tensor and the strain tensor are decomposed into two orthogonal complementary parts: in-plane components and out-of-plane components at interface, respectively.

从理想界面的观点出发,分别将应力张量和应变张量在界面坐标系下分解为面内分量和面外分量。

Classical yield criterions cannot be applied directly to Cosserat continua since the strain tensor and stress tensor in Cosserat continua are asymmetric.

Cosserat连续介质下的应力、应变张量具有不对称性,经典连续介质的屈服准则无法直接用于Cosserat连续介质。

Using the coordinate transform method, the strain tensor transformation relation and the objectivity hypothesis, the rational forms of Darcy' law in both spatial description method and material description method are derived respectively, as well as the seepage coefficient expression for large-strain deformation coupling.

采用坐标和应变张量变换方法以及客观性假设,分别导出Darcy定律在空间和物质描述两种情况下的合理形式,同时还推导变形耦合情况下大变形法渗透系数的表达式。

Lassical yield criterions cannot be applied directly to Cosserat continua since the strain tensor and stress tensor in Cosserat continua are asymmetric.

osserat 连续介质下的应力、应变张量具有不对称性,经典连续介质的屈服准则无法直接用于 Cosserat 连续介质。

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