1) cosine transform matrix
余弦变换矩阵
1.
In this paper the cosine transform matrix relating Cartesian coordinates with orthogonal curvilinear coordinates is introduced.
本文介绍笛卡尔坐标与正交曲线坐标的＂余弦变换矩阵＂，证明这个变换矩阵是正交矩阵。
2) direction cosine transformation matrix
方向余弦变换矩阵
1.
Only a single direction cosine transformation matrix is used in the recursive computation.
给出了一种在进行空间开环机械系统位移分析的递推计算中只需要用一个方向余弦变换矩阵的简化方法，将这种方法推广到自由浮动空间开环机械系统的位移分析。
4) Euler switch orientation cosine matrix
欧拉基变换方向余弦矩阵
1.
Some conceptions and the correspoinding equation is put forward,such as Euler vector,Euler orientation cosine matrix and Euler switch orientation cosine matrix.
提出了欧拉向量、欧拉方向余弦矩阵、欧拉基变换方向余弦矩阵等概念,并给出相应的公式。
5) the direction cosine matrix
直余弦矩阵
1.
Three transformation formulas were derived from the quaternion to the direction cosine matrix and transformation errors associated with these formulas were fully analyzed.
捷联惯性导航系统中,根据四元数与直余弦矩阵的关系可以得到3种转换矩阵。
6) Cosine transform
余弦变换
1.
Improved cosine transform profilometry for the automatic measurement of 3-D objcet shapes;
余弦变换三维物体轮廓术的改进
2.
Using cosine transform for forward modeling and inversion of gravitational anomaly on density interface.;
基于余弦变换的密度界面重力异常正反演研究
3.
Research on sine and cosine transform of broad sense Fourier
广义Fourier正弦、余弦变换研究
补充资料：Fourier余弦变换
Fourier余弦变换
Fourier cosine transform
I议耐台余弦变换[I饭川份仪d理加田北而;Koc皿yc一uPe-o6pa”。a.e巾yp‘e] 见I议州匕变换(Fou〔屺rtla瑙form).
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