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UTILIZATION OF MUELLER MATRIX FORMALISM TO OBTAIN OPTICAL TARGETS DEPOLARIZATION AND POLARIZATION PROPERTIES

机译:穆勒矩阵形式用于获得光学目标去极化和极化性质

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摘要

Polarizationis an important property of several physical phenomena such as Rayleigh and Raman (High intensity Raman Interactions: A. Penzkofer, A. Lauberteau, and W. Kaiser, Progress in Quantum Electronics, 6) (1982) scattering (Multi-photon Scattering Molecular Spectroscopy, S. Kielich, Progress in Optics, E. Wolf(ed.) North-Holland, Amsterdam) (1983) or fluorescence (Principles of Fluorescence Spectroscopy, J. R. Lakowicz, Plenum Press) (1986) for example, but also for laser spectral lines (Laser Lines in Atomic Species, C. S. Willett, Progress In Quantum Electronics, 1) (1969). So, the polarimetric aspect for the propagation in media, such as fibres (Recent Progress in fibre optics, G. Cancellieri, F. Chiaraluce, Progress in Quantum Electronics, 18) (1994), the atmosphere And the sea (Light Scattering by Small Particles (Dover, New York, 1981), must be considered.
机译:极化是几种物理现象的重要属性,例如瑞利和拉曼(高强度拉曼相互作用:A。Penzkofer,A。Lauberteau和W. Kaiser,《量子电子学进展》,第6期)(1982)散射(多光子散射分子光谱法) ,S。Kielich,《光学进展》,E。Wolf(ed。)阿姆斯特丹,北荷兰,1983年)或荧光(例如,《荧光光谱原理》,JR Lakowicz,Plenum Press)(1986),但也适用于激光光谱(原子物种中的激光线,CS Willett,量子电子学进展,1)(1969)。因此,在光纤等介质中传播的偏振态(光纤的最新进展,G。Cancellieri,F。Chiaraluce,量子电子学的进展,第18期)(1994年),大气和海洋(Small的光散射必须考虑粒子(Dover,纽约,1981年)。

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