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1)  basis vector
基矢
1.
In this article , complete basis vectors is produced with the method of arranging order of permutation group ,the Hamiltonian operator of the XY model function the complete basis vectors to construct energy matrix , then the characters of dimension of the energy matrix are listed .
利用置换群的排序方法产生一套完备基矢,再用XY模型的哈密顿算符作用于该完备基矢以形成能量矩阵,最后介绍所得矩阵的维数特点。
2.
The dot product of the colinear quantity with basis vector on curved surface of constraints and Newton s equations are used as the eqations of fundamental dynamics of mechanic system with non-linear non-holonomic constraints.
将非线性非完整约束曲面上的与其基矢量共线的量和牛顿动力学方程点乘作为非线性非完整系的基本动力学方程。
3.
Firstly, this article showed the knowledge of the permutation group operating complete basis vectors, and introduced the approach that the Hamiltonian operator of the third component of spin function complete basis vectors to form the energy matrix, then observed the character of energy matrices.
先简单说明置换群产生完备基矢的知识,然后介绍一维海森堡自旋开链单体、相邻自旋第三(z)分量的哈密顿算符作用于完备基矢形成矩阵元的方法及产生矩阵的特点。
2)  bases space
基矢空间
3)  base vector transformation
基矢变换
4)  basic vector
基本矢
5)  coressponding basis vector
对应基矢
6)  base vectors
基矢量
1.
Formulae on the base vectors and the coordinate variables derivative going with fluid particle and their application;
基矢量和坐标变量的随体导数公式及其应用
2.
It is beneficial to extend the concepts of base vectors and vector bases to the concepts of base tensors and tensor bases.
因此,须将矢量中的基矢量和矢量基的概念推广到基张量和张量基。
补充资料:2-甲氧基碳酸基乙基胺基乙基胺基丙基三甲氧基硅烷
CAS: 1067-66-9
分子式: C12H28N2O5Si
分子量: 308.45

中文名称: 2-甲氧基碳酸基乙基胺基乙基胺基丙基三甲氧基硅烷

英文名称: [N'-(2-Methoxycarbonylethyl)aminoethylaminopropyl]trimethoxysilane
10-diaza-3-silatridecan-13-oic acid, 3,3-dimethoxy-2-oxa- methyl ester
n-(2-((3-(trimethoxysilyl)propyl)amino)ethyl)-beta-alanin methyl ester
methyl 3,3-dimethoxy-2-oxa-7,10-diaza-3-silatridecan-13-oate
methyl[2-(3-trimethoxysilylpropylamino)-ethylamino
说明:补充资料仅用于学习参考,请勿用于其它任何用途。
参考词条