1)T-matrixT矩阵
1.Micro-facet method for calculating T-matrix of light scattering by particles;微元法计算粒子光散射的T矩阵
2.A recursive T-matrix algorithm for electromagnetic scattering of two dimensional complex target;T矩阵递推算法用于二维混合目标RCS计算
英文短句/例句
1.AT&T Matrix Comparative Study of Boric Acid Production Process硼酸制取过程的AT&T矩阵评价对比
2.Computation of Physical Parameters of Elastic Waves Scatterer Based on T Matrix Method;基于T矩阵方法的弹性波散射参数计算
3.AT&T Matrix Evaluation System for Pyro-Metallurgical Separation of Paigeite Ore硼铁矿火法分离过程的AT&T矩阵系统评价
4.AT&T Matrix Comparative Study of Process of Wet Separation and Fire Separation to Paigeite Ore硼铁矿湿法与火法分离过程AT&T矩阵评价对比研究
5.The Metapositive Definite Solution of the Matrix Equation AXA~T+BYB~T=C;矩阵方程AXA~T+BYB~T=C的广义正定解
6.Symmetric Semipositive Definite Solutions to Matrix Equation AXA~т+BYB~т=C;矩阵方程AXA~T+BYB~T=C的对称半正定解
7.Linear Constrained Least Squares Solutions of Matrix Equation CZC～T=T;矩阵方程CZC～T=T的线性约束最小二乘解
8.Solutions and least-square solutions of matrix equation (AXA~T,BXB~T)=(C,D) over bisymmetric matrices双对称约束下矩阵方程(AXA~T,BXB~T)=(C,D)的研究
9.On Matrix Equations in V-T Composition over Complete Lattices and Their Applications;完备格上的V-T型矩阵方程及其应用
10.T-type{1}-generalized Inverse of Matrices on a Complete Brouwer Lattice;完备Brouwer格上矩阵的T型{1}-广义逆
11.Simplified Dynamic Matrix Control Based on T-S Fuzzy Model;基于T-S模糊模型的简化动态矩阵控制
12.Reverse Order Law for the(T,S,2)-Inverse of Triple Matrix Semi-tensor Product三矩阵右半张量积的(T,S,2)-逆的反序律
13.Linear Popular on the Matrix Equation AXA~T=B of the Anti-bisymmetric Matrices线性流形上矩阵方程AXA~T=B的双反对称解
14.Reverse order law for the (T,S,2)-inverse of arbitrary many matrices right semi-tensor product任意多个矩阵右半张量积的(T,S,2)-逆的反序律
15.The square matrix is called a diagonal matrix.该方矩阵称为对角矩阵。
16.The matrix is defined as the reciprocal of A.该矩阵定义为A之逆矩阵。
17.If A is the mxn matrix, then the nxm matrix is called the transpose of A.如果A是mxn矩阵，那么nxm矩阵为A的转置矩阵。
18.Some Common Properties Among Invertible Matrix,Adjoint Matrix and Inverse Matrix可逆矩阵及其伴随矩阵、逆矩阵的一些共同特性
相关短句/例句
T matrixT矩阵
1.T matrix method for single and multiple scattering of elastic waves;弹性波散射与多重散射的T矩阵方法
2.The T matrix approach together with the translation addition theorem for vector spherical waves is employed to solve the aggregate scattering problem.并结合研究多体散射问题的T矩阵方法以及矢量球谐函数的加法定理,计算了结构不同、组成体系粒子数目不同碳烟粒子体系的线性极化度以及电磁散射强度特性。
3.This paper caculated physical parameters of a single scatterer in ideal condition(displacement and stress are continual),deducing the specific expressions of elements in the T matrix for cylinder scatterer and the equations to compute the scattering cross section.基于T矩阵方法,计算了位移和面力均连续的理想界面条件下单个散射体的物质参数,推导了T矩阵元素的具体表达式和散射截面公式。
3)T-matrix methodT矩阵法
1.Computation of the acoustic scattering field from submerged rigid objects with arbitrary shapes by T-matrix method;基于T矩阵法的水下任意刚硬体声散射场计算
2.Using the T-matrix method,the relative intensity distributions of the scattered light were analyzed for four spheroids with different a/b in a fixed orientation,as well as in a random orientation.针对火灾烟颗粒的链状结构特征,采用回转椭球模型,通过“T矩阵法”,分析其非球形性对光散射模式的影响。
3.A computational model of T-matrix method to calculate the acoustic scattering from the subm-erged rigid objects with arbitrary shapes is established.针对水下任意形状刚硬体,建立了其声散射T矩阵法计算模型。
4)T-matrixT-矩阵
1.A very efficient and accurate T-matrix method is applied for analysis.采用的是有效而精确的T-矩阵方法。
5)Table-module Matrix(T-M Matrix)T-M矩阵
6)t Hooft matrixt Hooft矩阵
延伸阅读
Cartan矩阵Cartan矩阵Cartan matrix 当它的Cartan矩阵是不可分解的:xndecom拼巧able)，即在指标的某些置换后，不可能表为对角块矩阵. 令g=q、十十q。是g分解为单子代数的直和，A，是单I一ie代数g的C盯tan矩阵·则对角块矩阵 {…一{一:……是9的Cartan笼，阵.(对单Lze代数的Cartan矩阵的具体形式，见半单lje代数(Lie al罗bra，semi一slmple).) Cartan矩阵的分量“。二2恤等)/(“r·咐有下列性质: 拭.2:“‘()a，、Z，对，势了 以0二冷u/二11Cartan矩阵与用’‘三成元和关系来kjJ画q密切侧关即g中存在线性无关的生成兀e‘，厂、八，(i=飞、·…:)(称为典范生成元(以n、，，11以l罗nerators。)，满足下歹，1关系: 卜，_用/氏h;I气州二“叮(2) }h，厂一“/」，lh‘寿}二以任意两个典范生成儿组可由q的自同构互相变换.典范产仁成元还满足关系 (ad引“’价二。，扭d厂)‘仁’.石二。，，若/，(3)据定义这里(adx汗一卜川对丁一给定的生成兀组。、fh(i一l，二，心关系(2)和(3)定义了g戈见[2〕). 对满足(I)的任意矩阵A，设以。，f，h，(i=l，;)为生成一f以(2)，〔3)为定义关系的klLie代数为g妇)，则乌训)是有限维的，当且仅当A是一个一半单bc代数的Cartan矩阵{3]I补注]满足条初门)的矩阵左定义一个有限维l玲代数，当且仪当它是王定的;在其他情况，如半正定情形，出现其他有趣的代数，见Kac一M以月y代数(K-a。M以刘y al罗bra)，{A2」. 设L是特征为0的代数闭域上的半单Lic代数，则满足条件(2)的生成元e，厂，h，的集合也称为Cheva-lley生成元(Chevalley罗nerators)或Chevalley基份hevalley basis)这样的生成元的存在性定理称为C讹valley定理(Chevalley theorem).关系(2)，(，;)定义Lie代数的结果常称为Serre定理(Serre th即。。、2)域K上带单位元的有限维结合代数A的Cartan琴阵是矩阵(ctj)(i·，一‘，“‘、‘)，由有限维不可约左A模的完全集N!，…，从来定义.明确地说，气是满足Hom(月，N)并O的不可分解投射左A模月的合成列中凡出现的次数.对每个N，这样的只存在巨在同构意义下是唯一确定的 在一定情况下，〔artan矩阵〔”被证明是对称正定的，甚至C二D了D，这里D是整数矩阵。
