The coherence matrix of quasi-monochromatic partially polarized waves
DOI:
https://doi.org/10.3103/S0735272705080054Abstract
An expression is derived for the coherence matrix of partially polarized waves, which contains in the explicit form the polarization parameters of the fully polarized component of the wave. This representation is shown to be efficient for analysis of properties of partially polarized waves and at development of methods for measurement of their parameters. It also helps study the processes of interaction of the wave with devices sensitive to polarization.References
BORN, M.; WOLF, E. Foundations of Optics [Russian translation]. Moscow: Nauka, 1970.
O’NEIL, E. Principles of Statistical Optics [Russian translation]. Moscow: Mir, 1966.
KANAREIKIN, D.Y.; POTEKHIN, V.A.; SHISHKIN, I.F. Marine Telemetry [in Russian]. Leningrad: Sudostroyeniye, 1968.
GANTMAKHER, F.R. Theory of Matrices [in Russian]. Moscow: Nauka, 1988.
MONZINGO, R.A.; MILLER, T.W. Adaptive Antenna Arrays [Russian translation]. Moscow: Radio i Svyaz’, 1986.
MARKOV, G.T.; SAZONOV, D.M. Antennas [in Russian]. Moscow: Energiya, 1975.
KANAREIKIN, D.Y.; PAVLOV, N.F.; POTEKHIN, V.A. Polarization of Radar Signals [in Russian]. Moscow: Sov. Radio, 1966.
GUSEV, K.G.; FILATOV, A.D.; SOKOLOV, A.P. Polarization Modulation [in Russian]. Moscow: Sov. Radio, 1974.
ZAKHAR’YEV, L.N.; LEMANSKII, A.A.; TURCHIN V.I.; ET AL. Methods for Measurement of Microwave Antenna Characteristics [in Russian]. Moscow: Radio i Svyaz’, 1985.