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1)  the coordinate matrix transformation
坐标矩阵变换法
2)  coordinate matrix transformation
坐标矩阵变换
1.
This paper discusses the transformation of the various matrixes in application of electromagnetic theory,which are coordinate matrix transformation,operator matrix transformation and field matrix transformation.
本文深入探讨电磁理论应用中所涉及的各种矩阵变换,主要有坐标矩阵变换,算子矩阵变换和场矩阵变换。
3)  coordinate transformation matrix
坐标转换矩阵
1.
In additional, the coordinate transformation matrixes on 3D b.
推出了几何大变形三维梁元的坐标转换矩阵 ,并且给出了大转角位移的计算公式。
4)  C method
坐标变换法
1.
The vector diffraction methods to the sub wavelength gratings, including Fourier Model method, C method and Rayleigh method, which are the most comprehensive and popular ones, have been consummated, while the limitation of these methods are also obvious.
目前,处理亚波长光栅所必须的矢量衍射数值计算方法,尤其是傅立叶模式方法、瑞利方法以及坐标变换法这几种最为广泛使用的方法都已经逐步成熟和完善,但是每一种方法的缺点也是十分明显的。
5)  matrix transform
矩阵变换法
1.
In order to solve the problem of direct sequence spread spectrum signal s check and recognition,a blind estimate algorithm is proposed,it based on cyclic spectrum theory and matrix transform.
为了解决正确检测和识别直扩信号的问题,提出一种基于循环谱理论和矩阵变换法的盲估计算法。
2.
A simple blind estimate algorithm is proposed based on matrix transform.
提出一种基于矩阵变换法的简便盲估计算法。
3.
Some of these differential equations as non-conventional(non-formula method),use of for-element method,generating function method,the matrix transformation method,such as special effects have been ideal;the way of thinking so that discrete mathematics,linear algebra,mathematical analysis of different mathematical knowledge together with a certain reference value.
这些差分方程有的为非常规(无公式解法),运用换元法、母函数法、矩阵变换法等特殊方法求解可得到理想效果,从而得到一些有参考价值的结果。
6)  Coordinates matrix
坐标矩阵
补充资料:坐标变换
同一点在两个不同的坐标系中的两种坐标之间的变换。如直角坐标之间的平移变换和旋转变换,直角坐标与极坐标之间的变换等。
说明:补充资料仅用于学习参考,请勿用于其它任何用途。
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