1) polarization aberration matrix
偏振像差矩阵
2) deviation matrix
偏差矩阵
1.
A deviation matrix method of the consistency check in AHP is given.
提出了一种适合层次分析法中一致性检验的偏差矩阵方法,该方法无需进行复杂的数学运算,只需根据判断矩阵的偏差矩阵即可进行检验。
2.
According to deviation matrix of judgement matrix,the new method the consistency check accomplished without complex mathematical calculation.
根据判断矩阵的偏差矩阵可以进行检验,该方法无须进行复杂的数学运算。
3.
According to the deviation matrix of judgment matrix it can seek accurately elements of larger deviation and make rectification.
该方法利用统计学中随机变量的思想，根据判断矩阵的偏差矩阵，准确地找出偏差大的元素进行校正，并通过算例验证该方法的优越
3) polarization aberration
偏振像差
1.
Polarization aberration theory, methods of polarization ray tracing, polarization aberration analysis of rotationally symmetric optical systems, polarization aberration analysis of tilted and decentered optical systems are described.
偏振像差是影响光学系统性能的重要因素之一,尤其对偏振有严格要求的光学系统来说更是如此。
2.
A conclusion is drawn, in order to improve the performance of optical system , that the polarization aberration must be controlled because polarization is a m ain reason affecting the performance of optical system, and optical design must be combined with optical thin film design.
综合论述了偏振像差的理论,给出了具体的例子,指出偏振是影响光学系统性能的一个重要因素,要想提高光学系统的性能,必须控制光学系统的偏振像差,而且光学系统设计必须与光学薄膜的设计结合起来。
3.
In order to control the polarization effects of the reflective rotationally symmetric optical systems,polarization aberrations of this type of systems are analyzed.
为了控制反射式旋转对称光学系统中的偏振效应,对该类系统中的偏振像差进行了分析。
4) Partial-Covarince matrix
偏方差矩阵
5) beam coherence-polarization matrix
相干-偏振矩阵
1.
Based on the beam coherence-polarization matrix and Collins formula,the on-axis polarization property ofGaussian-Schell model beam diffracted through an aperture was studied numerically.
为了对控制光束传播的质量提供理论依据,采用光束相干-偏振矩阵理论中柯林斯公式,对高斯谢尔模型光束经光阑衍射后的轴向偏振特性进行了理论研究和数值分析。
2.
Based on the beam coherence-polarization matrix and Collins formula,Compared with previous results,the evo- lution relationship from near-field to far field of the on-axis and on-radial polarization properties of Gaussian Schdl-model beams diffracted through a rectangular aperture are studied numerically.
根据光束的相干-偏振矩阵理论,应用柯林公式对部分相干光经光阑衍射后的轴向、横向偏振特性从近场区到远场区的演化规律进行了详细的数值计算。
3.
Based on the beam coherence-polarization matrix and the propagation law, the polarization properties of partially coherent flat-topped light beams diffracted through a regular polygonal aperture are studied systematically.
根据光束的相干-偏振矩阵和传输理论,对部分相干平顶光束经正多边形光阑衍射的偏振特性进行了系统的研究。
6) Beam Coherence Polarization matrix
相干偏振矩阵
1.
The system for measuring the Beam Coherence Polarization matrix (BCPM) relates to multiple disciplines of optics electronics and computation.
相干偏振矩阵测量系统涉及到光电算多学科的技术，是一套综合性较复杂的测量系统。
补充资料：彗形像差
分子式：
CAS号：
性质： 简称彗差。像差的一种。由偏离凸透镜光轴的发光物点所发出的宽带单色光，穿过透镜以后，在焦面上所得到的像是不清晰的，它扩展成彗星形状的亮斑，故称彗差。适当选择透镜的两个曲率半径或在透镜前加一个中间光阑，可减小或消除彗差。
CAS号：
性质： 简称彗差。像差的一种。由偏离凸透镜光轴的发光物点所发出的宽带单色光，穿过透镜以后，在焦面上所得到的像是不清晰的，它扩展成彗星形状的亮斑，故称彗差。适当选择透镜的两个曲率半径或在透镜前加一个中间光阑，可减小或消除彗差。
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