1) Normalized scattering matrix
归一化散射矩阵
2) normalized correlation matrix
归一化相关矩阵
3) polarization scattering matrix
极化散射矩阵
1.
The polarization scattering matrix of the target is matched with eight specific scatterers,and a classification algorithm is presented based on the match angle to classify the targets.
利用Cameron分解法对极化SAR图像进行分析,将目标的极化散射矩阵与8类具有特定散射机理的典型散射体匹配,根据匹配角度提出了一种分类算法,从而对地物目标进行分类;实验结果表明,该分类算法对于分类地物目标,进而分析其散射机理是十分有效的。
2.
The key of this method is to separate a complex terminal into some simple terminals, and to calculate separately the waveguide mode reflectance and polarization scattering matrix of each simple terminal.
该方法的特点是极化散射矩阵和终端反射系数可分解后分别计算,便于叠加各种进气道构型和不断积累计算模型。
3.
Frobenius norm correction algorithm on target s polarization scattering matrix is studied in connection with radar target s reciprocity correction.
针对雷达目标互易性修正问题 ,研究了目标极化散射矩阵的Frobenius范数修正法 。
4) PSM
极化散射矩阵
1.
The calculation of PSM of a circular metal disk;
金属圆盘的极化散射矩阵计算
2.
It is discussed in the paper how to get the optimal polarimetric state of thetransmitting and receiving antennas when the SCR (the ratio of signal-to-clutter) is maximum nomatter whether the Jones polarimetric scattering matrixes (PSM) of the signals and clutters aresymmetric or not.
讨论了在目标信号和杂波的琼斯极化散射矩阵不一定对称情况下求解天线最佳发射和接收极化状态以使回波信杂比达到最大的问题，提出了一种简单易行的算法，给出了详细的推导过程和相应的仿真数据，结果验证了算法的有效性，并表明了对于天线的最佳发射和接收问题，琼斯极化散射矩阵无须对称。
3.
It is discussed in the paper how to get the optimal polarimetric state of the transmitting and receiving antennas when the SCR (the ratio of signal to clutter) is maximum no matter whether the Jones polarization scattering matrixes (PSM) of the echo signals and clutters are symmetric or not.
该文讨论了在回波信号及杂波的琼斯极化散射矩阵对称及非对称的情况下，调整天线的发射和接收极化状态，从而得到最大的回波信杂比。
5) normalized bi static cross section
归一化散射截面
6) normalized scattered intensity
归一化散射光强
1.
We have studied the mathematical character of the normalized scattered intensity,I s and its numerical computation results were given.
采用了 Mie理论分析了微球体光学元件的光散射性能 ,并对 Mie理论中归一化散射光强 Is的数学性质进行了理论分析 ,并给出了数值结果。
补充资料：散射矩阵
分子式：
CAS号：
性质：简称S-矩阵。在碰撞问题中完全决定相对运动波函数进行为的一种用矩阵形式表征的量。
CAS号：
性质：简称S-矩阵。在碰撞问题中完全决定相对运动波函数进行为的一种用矩阵形式表征的量。
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