strain ellipsoid

strain ellipsoid的基本解释

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应变椭球

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

It has the same characteristics as the finite strain ellipsoid and can substitute for the structural object for strain analysis.

惯量投影椭球具有有限应变椭球相同的性质，可以用来描述任意形状构造标志体的变形，并可以替代具有任意形状构造标志体进行变形分析。

Non-extension and equal shortening plane: The plane that cut through the center of the strain ellipsoid is normally elliptical but there are two tangential, global and strain ellipsoid circular sections.

无伸缩面与等伸缩面：切过应变椭圆球体中心的面一般为椭圆形状，但其中有两个切面的球形的，较应变椭球的圆截面。

Concept To describe changes in the relative configuration of rocks, imagine that there is a unit sphere, 1 in radius, in the rock before it is deformed. When the rock is deformed homogeneously, the sphere becomes an ellipsoid. Then this ellipsoid is called strain ellipsoid, whose shape and orientationrepresents the rock's strain condition.

概念 为了形象地描述岩石的应变形态，设想在变形前岩石内有一个半径为1的单位球体、平均变形后成为一个椭球，以这个椭球形态和方位表示岩石应变状态这个椭球称应变椭球。

Long- short axis is one of the most simple, prompt and operational methods among the limited deformation methods in outdoors. It requires studies as a circular section or circular section of strain ellipsoid and normal distribution before their deformations .

摘 要：岩石有限应变测量的方法较多，相比之下，&长短轴法&最简单、快捷，野外易于操作，但是对所选的对象变形前要求近圆形，或者椭圆形，且随机分布。

Long-short is one of the most simple, prompt and operational methods among the limited deformation methods in outdoors. It requires studies as a circular section or circular section of strain ellipsoid and normal distribution before their deformations.

岩石有限应变测量的方法较多，相比之下，&长短轴法&最简单、快捷，野外易於操作，但是对所选的对象变形前要求近圆形，或者椭圆形，且随机分布。

与strain ellipsoid相关的网络解释 [注：此内容来源于网络，仅供参考]

strain ellipsoid：应变椭球

strain deviator 形变偏量 | strain ellipsoid 应变椭球 | strain energy 应变能

strain ellipsoid：变形椭球体

strain discontinuity 应变不连续 | strain ellipsoid 变形椭球体 | strain facies 应变相

strain ellipsoid：应变椭圆状

应变椭圆 strain ellipse | 应变椭圆状 strain ellipsoid | 应变影 strain shadow

strain ellipsoid：应变椭球体

应变速率||strain rate | 应变椭球体||strain ellipsoid | 应变轴比||strain ratio

reciprocal strain ellipsoid：倒应变椭球

reciprocal space 倒易空间 | reciprocal strain ellipsoid 倒应变椭球 | reciprocity 互易性