1.
Band structure of phononic crystal constructed by Fibonacci super-cell on square lattice
正方点阵上Fibonacci超元胞声子晶体的带结构
2.
PWM is introduced to calculate the phononic band gaps for two? dimensional liquid phononic crystals with square lattices.
介绍了计算二维正方点阵液态声子晶体带隙的PWM法。
3.
Regular Value and Point Specyrum of Kolmogorov Differential Equations;
Kolmogorov微分方程组系数矩阵算子的正则值和点谱
4.
indices of lattice plane and lattice direction
点阵平面指数和点阵方向指数
5.
cubic (lattice) cell
立方晶胞,立方点阵晶格
6.
That is where adaptive antenna arrays come in.
这正是适应型阵列天线的切入点。
7.
It was the timing that raised eyebrows.
正是时间节点问题引起了一阵唏嘘。
8.
The ～*Congruence Class of the Solutions of Matrix Equations and Generalized Inverses of a Normal Matrix;
矩阵方程的合同类解与正规矩阵的广义逆
9.
Inverse Problem of Matrix Equation of AX=B on the Sub-generalized Positive Definite Matrix;
矩阵方程AX=B在次广义正定矩阵类上的反问题
10.
Direct method for updating damping and stiffness matrices
阻尼矩阵与刚度矩阵的一种直接修正方法
11.
Hinting, additional guideline information stored in the fonts for rasterizers to fit the curves in a way that preserves the proper glyph shape.
用字体中储存的附加指导信息进行点阵化，以便用保持正确符号形状的方式拟合曲线。
12.
a square matrix whose determinant is not zero.
决定因素不为零的正方形矩阵。
13.
a square matrix whose determinant is zero.
决定因素是零的正方形矩阵。
14.
Hermitian Positive Definite Solutions of Two Classes of Nonlinear Matrix Equations;
两类非线性矩阵方程的Hermite正定解
15.
The Hermitian Positive Definite Solutions of Matrix Epuation X+A~*X~(-q)A=Q When q＞0;
矩阵方程X+A~*X~（-q）A=Q（q＞0）的Hermitian正定解
16.
The Research of Decision-making Method Based on Reciprocal Judgment Matrix;
基于正互反判断矩阵的决策方法研究
17.
Positive Definite Solution of the Matrix Equation X+A～*X～(-n)A＝I;
关于矩阵方程X+A～*X～（-n）A＝I正定解
18.
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