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symmetry相关的网络例句

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与 symmetry 相关的网络例句 [注:此内容来源于网络,仅供参考]

On the rhombohedron face {1011}, Dauphine twinning showed different shapes of etching pits between individuals, because rhombohedron positive form {1011} and negative form {0111} appeared on both sides of twin partition line, while Brazil twinning showed symmetry plane between the irregular triangle etching pits of individuals. On the trigonal prism section 11(average20, Dauphine twinning showed different shapes of etching pits between individuals, because trigonal prism positive form {1120} and negative form {2110} appeared on both sides of twin partition line, while Brazil twinning should show symmetry plane between the ellipse or quadrilateral etching pits of individuals, which was not observed.

菱面体{1010}面上存在道芬双晶处,道芬双晶双晶缝合线两端分别是菱面体正形、菱面体负形出露处,导致蚀坑形状不同;菱面体{1011}面上存在巴西双晶处,不规则三角形蚀坑形态的方位关系为对称面关系;三方柱切面{1120}面上存在道芬双晶处,道芬双晶双晶缝合线两端分别是三方柱正形、三方柱负形出露处,导致蚀坑形状不同;三方柱切面{1120}面上存在巴西双晶处,椭圆形或四边形蚀坑方位应为对称面关系,但实验中未见到。

Thirdly, based on RMF theory, the origin of pseudospin symmetry was intensively explained and the conditions which can meet the ideal pseudospin symmetry were presented.

三、利用RMF理论对赝自旋对称性的根源进行了详细研究,分析了严格的赝自旋对称性的条件:∑=0或d∑/dr=0。

Based on RMF theory, the origin of pseudospin symmetry was intensivelyexplained and the conditions which can meet the ideal pseudospin symmetry werepresented.

三、利用RMF理论对赝自旋对称性的根源进行了详细研究,分析了严格的赝自旋对称性的条件:∑=0或d∑/dr=0。

"The first thing we look for is symmetry. Symmetry is a sign ofhealth," Rodgers said.

Rodgers 说:"匀称是最迷人的,因为匀称是健康的标志。"

In Chapter 4,the site-symmetry projector is constructed to produce thecomplete symmetry-adapted orbitals.Based on this,we deduce the energy equationcontaining all the interactions of〓orbitals,the H〓ckel model secular equation,andthe energy expression containing the second neighbor hopping.Also we discuss theeffect of the second neighbor hopping on the electronic structures and properties offullerenes.

第四章阐述与位置对称性有关的投影算子的构造及其在处理富勒烯的π电子结构中的应用,导出了π轨道的所有相互作用都包括在内的能量本征方程,一极近似下的久期方程,和二级近似(考虑π轨道的次邻接相互作用)下的能量表达式,并且一般性地讨论了次邻接相互作用在富勒烯的电子结构和性质中的作用。

Symmetry group is semisimple, the system has a fine cascade decomposition that is a qasi-parallel decomposition, which is corresponding to the decomposition of linear systems under the semisimple symmetry algebra.

由于对称代数对线性系统的结构有重要作用,特别是当该代数半单时,系统可分解为多个独立的子系统,因此如何就给定的线性控制系统构造出其对称代数具有重要意义。

Our conclusion is : For general transport equation and some special transport equations (slab geometry, spherical symmetry, pillar symmetry) we can evaluate some relevant physical quantities and geometrical properties from the exiting photon flux. The method we will use is to transform the transport equation into integral equation by integrating it along its characteristics, then we prove the nonlinear operator K is monotone and continuous with respect to its arguments and obtain the existence of K~-1. Consequently, we can evaluate some relevant physical quantities and geometrical property of the medium.

我们得到的结论是:无论对于一般的迁移方程,还是当介质具有某种对称性时(板对称、球对称、柱对称)的迁移方程,我们都可以根据泄漏的光子流估计介质各种相关物理量和几何特性,所用方法都是将迁移方程通过沿特征线积分转化为积分方程的形式,然后证明非线性算子K关于自变量的单调性和连续性,从而得到逆算子K~(-1)存在,进而达到估计介质各种相关物理量和几何特性的目的。

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。

It introduces the origin of symmetry of matter, mainly including the symmetries of molecules and crystals, basic operation of symmetry and the concepts of group.

着重介绍化学键的物理本质及其对物质结构、形态和性能的影响;讲述物质结构对称性的起源,主要包括分子的对称性和晶体的对称性,基本对称操作和群的概念。

Firstly, according to Curie principle, the symmetry of the order parameter is decided by using the symmetry of the crystal before and after phase transition.

在居里原理的基础上,以PZT晶体、钛酸锶晶体和反铁电的简立方晶格模型为例研究了反铁电相变的序参量。

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推荐网络例句

In the negative and interrogative forms, of course, this is identical to the non-emphatic forms.

。但是,在否定句或疑问句里,这种带有"do"的方法表达的效果却没有什么强调的意思。

Go down on one's knees;kneel down

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Nusa lembongan : Bali's sister island, coral and sand beaches, crystal clear water, surfing.

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