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v.斜向移动;循对角线方向移动;与……斜向地成一行;使……对角线化
1、diagonal line───[数]对角线
2、brachydiagonal───n.短轴;adj.短轴的
3、diagonal───n.对角线;斜线;adj.斜的;对角线的;斜纹的
4、orthodiagonal───n.正轴;adj.正轴的
5、diagonal matrix───[数]对角矩阵
6、diagonals polygon───对角线多边形
7、diagonals bisect───对角线平分
8、diagonals of a rhombus───对角线
9、clinodiagonal───斜对角线;斜对角的
10、diagonally───adv.对角地;斜对地
1、State matrix is diagonalized according to the orthonormality of left and right eigenvector series about the state matrix.───根据状态矩阵的左右特征向量系的正交性,对给出的状态矩阵进行对角化。
2、Successive diagonalization and truncation technique was used to reduce the size of the final Hamiltonian matrix to be diagonalized.───为了降低需要对角化的最终哈密顿矩阵的维数,采用连续对角化截断方法。
3、goal of this section is to state conditions under which a linear transformation can be diagonalized.───目标,本节是国家在何种条件下可以转化为线性被。
4、State matrix is diagonalized according to the orthonormality of left and right eigenvector series about the state matrix.───最后根据状态矩阵的左右特征向量系的正交性,对给出的状态矩阵进行对角化。
1、State matrix is diagonalized according to the orthonormality of left and right eigenvector series about the state matrix.