1) Stokes vector
Stokes矢量
1.
A physical model is built up by using the Mueller matrix and the Stokes vector.
利用Stokes矢量和Mueller矩阵建立了物理模型,并推导出用测得的回光功率计算相位延迟差的解析式。
2.
In order to obtain the synthetic polarization characteristic,the polarization state after the linearly polarized light getting across the double quarter wave plate is analyzed using Stokes vector and Muller matrix in theory.
为了得出双λ/4波片复合后的综合偏振特性,利用Stokes矢量和Muller矩阵从理论上分析了线偏振光通过双λ/4波片后出射光的偏振态。
3.
We get used of Joanes vector and Stokes vector to express polarization stations as mathematics means,while their geometric expression is Poincare sphere.
常用的偏振光的表述由数学描述和几何描述两种,Joanes矢量、Stokes矢量是对其做数学描述,用几何方法通过Poincare球表示各种偏振态更显直观,Poincare球是其几何表述。
2) Stokes sub-vector
Stokes子矢量
1.
Firstly,the descriptions of instantaneous Stokes sub-vector sequences(ISVS) of radar echo and random polarization wave are presented.
首先给出目标散射波和随机极化波瞬态Stokes子矢量序列(ISVS)的表征方法和匹配距离的概念,而后提出了一种雷达目标散射信号Stokes子矢量的估计方法。
2.
Thereby, a novel detection algorithm is derived basing on the different statistical property of Stokes sub-vector between signal and clutter.
首先导出了正态随机极化波的瞬态Stokes子矢量概率分 布密度的解析表达式,在此基础上,基于信号和背景噪声之间的瞬态Stokes子矢量统计特性差异,提出了一种基于瞬态 Stokes子矢量的信号检测方法,仿真结果验证了该算法的有效性。
3) solar Stokes vector
太阳Stokes矢量
4) normalized Stokes parameters
标准Stokes矢量
1.
Then the statistical properties of the normalized Stokes parameters are described in detail in Weibull-distributed stochastic fields.
在瞬态极化理论的基础上,推导了三个分布参数的联合概率密度函数,标准Stokes矢量统计分布的联合概率密度函数及其边缘概率密度函数,并通过蒙塔卡罗方法进行了计算机仿真,结果验证了理论推导的正确性。
5) Stokes-Helmholtz vector resolutiontheorem
Stokes-Helmholtz矢量分解定理
6) Stokes parameters
Stokes参量
1.
The development in the study of Stokes parameters measurements in spin-polarized electron-atom collision was briefly reviewed in this paper.
本文简要回顾了自旋极化电子与原子碰撞激发过程Stokes参量测量的研究进展。
补充资料：Adams-stokes综合征
Adams-stokes综合征
即“急性心源性缺血综合征”。见“阿-斯综合征”。
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