1) matrix turning
矩阵翻转
1.
The paper utilizes the matrix turning to realize that using the principle of one by one revision of two sides to obtain the best Hamilton Circle.
利用矩阵翻转实现二边逐次修正法求最佳哈密尔顿圈(H圈)。
2) flip matrix
翻转矩阵
1.
Some properties on centrosymmetric matrices are investigated by means of the definition of matrices mentioned above and flip matrix.
利用中心对称矩阵定义及翻转矩阵Vn等技巧,给出中心对称矩阵的一些性质和O≠X∈Cn与VnX同为中心对称矩阵对应于同一特征值的特征向量等结论。
2.
Some properties on persymmetric positive definite matrix and the result that difference between persymmetric part of a matrix and its inversion is semipersymmetric are investigated by means of pertransposition conjugation of matrix and flip matrix.
利用矩阵的次转置共轭和翻转矩阵等技巧,给出关于斜正定矩阵的一些性质,给出矩阵的斜对称部分与其逆之差是斜半正定的结论。
3) fan-mian Matrix
翻面矩阵
4) magnetization reversal
磁矩翻转
1.
The basic concepts of magnetization reversal,the static model of Stoner-Wohlfarth(SW)and SW limit as well as the theory of magnetization rever- sal for Stoner particles are introduced.
如何控制单畴磁纳米粒子的磁矩翻转对于磁性数据的存取以及自旋电子学都具有十分重要的意义。
2.
The effects of the particle\'s damping constant,external field on the magnetization reversal were studied when only imposed reversal field was considered.
本文利用微磁学方法对立方体单畴磁纳米颗粒的磁矩翻转特性进行了模拟。
5) flick matrix
翻跟头矩阵
6) conversion matrix
转换矩阵
1.
The system's model was gained by Hamilton principle,in which the active flexible isolation system was simplified by beam element with electric DOFs and space conversion matrix.
通过用带电自由度的梁元模型及空间转换矩阵对主动弹性隔振系统进行简化和采用Hamilton原理建立系统的运动方程对系统进行模态分析,采用振型叠加法计算系统的动态响应,并从运动方程中进一步求取系统频响函数矩阵,分析系统频域特性。
2.
In order to exert its effect on geometric design, we should use a simple method to derive the conversion matrix from the Bernstein basis to the Wang Ball basis.
为了在几何设计中更好地发挥其作用 ,应当用简单的方法求出Bernstein基到Wang Ball基的转换矩阵 。
补充资料：电力系统相序翻转过电压
电力系统相序翻转过电压
phase reversing overvoltage in electric power system
d lonl一x{tong xlongxu fonzhuon guod一onyo电力系统相序翻转过电压(phase reversingovervoltage in eleetrie power system)见电力系统断线谙很过电压。
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