1980
DOI: 10.1007/bf01033462
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Calculation of the statistical characteristics of optical radiation in a medium with large-scale discrete inhomogeneities

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1985
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1985

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Cited by 1 publication
(2 citation statements)
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“…0048-6604/85/005S-0374508.00 connection with the coherent field and by Gnedin and Dol•tinov [1964], Frisch [1965] Beard et al [1967], Barabanenkov [1967, 1971], Barabanenkov and Finkel'ber•t [1968], Finkel'ber•t [1968], Watson [1969], Lau and Watson [1970], Shin and Kon•t [1981], Tsan•t et al [1981, 1984] and Tsan•t and Kon•t [1983] in connection with the incoherent fieldintensity. These contributions must be augmented by recent developments in the following three areas: (1) quantum mechanical potential scattering [Barabanenkov, 1976;Barabanenkov and Ozrin, 1976, 1978], which is analogous to electromagnetic scattering when particle sizes are large compared to the wavelength [Mironov and Tuzova, 1980;Krupnik and Saichev, 1981 ]; (2) diffusion theory [lshirnaru, 1978b; Furutsu, 1980a, b; lto, 1984; lshirnaru, 1984] for optical pulsed waves in densely distributed discrete scatterers; (3) multiple scattering theory for waves in media characterized by large-scale discrete inhomogeneities [Svirkunov, 1977;Krutikov, 1979Krutikov, , 1980Lukin, 1981;Diener, 1982; Robeth and Diener, 1983].The motivation for our work is based on the absence of a complete second-order statistical theory for studying pulse propagation through random distributions of correlated scatterers. Such a theory is necessary for the development of predictive models pertinent to (1) pulse electromagnetic wave propagation through complex media (e.g., rain, fog, sand-1037…”
mentioning
confidence: 99%
See 1 more Smart Citation
“…0048-6604/85/005S-0374508.00 connection with the coherent field and by Gnedin and Dol•tinov [1964], Frisch [1965] Beard et al [1967], Barabanenkov [1967, 1971], Barabanenkov and Finkel'ber•t [1968], Finkel'ber•t [1968], Watson [1969], Lau and Watson [1970], Shin and Kon•t [1981], Tsan•t et al [1981, 1984] and Tsan•t and Kon•t [1983] in connection with the incoherent fieldintensity. These contributions must be augmented by recent developments in the following three areas: (1) quantum mechanical potential scattering [Barabanenkov, 1976;Barabanenkov and Ozrin, 1976, 1978], which is analogous to electromagnetic scattering when particle sizes are large compared to the wavelength [Mironov and Tuzova, 1980;Krupnik and Saichev, 1981 ]; (2) diffusion theory [lshirnaru, 1978b; Furutsu, 1980a, b; lto, 1984; lshirnaru, 1984] for optical pulsed waves in densely distributed discrete scatterers; (3) multiple scattering theory for waves in media characterized by large-scale discrete inhomogeneities [Svirkunov, 1977;Krutikov, 1979Krutikov, , 1980Lukin, 1981;Diener, 1982; Robeth and Diener, 1983].The motivation for our work is based on the absence of a complete second-order statistical theory for studying pulse propagation through random distributions of correlated scatterers. Such a theory is necessary for the development of predictive models pertinent to (1) pulse electromagnetic wave propagation through complex media (e.g., rain, fog, sand-1037…”
mentioning
confidence: 99%
“…intensity. These contributions must be augmented by recent developments in the following three areas: (1) quantum mechanical potential scattering [Barabanenkov, 1976;Barabanenkov and Ozrin, 1976, 1978], which is analogous to electromagnetic scattering when particle sizes are large compared to the wavelength [Mironov and Tuzova, 1980;Krupnik and Saichev, 1981 ]; (2) diffusion theory [lshirnaru, 1978b; Furutsu, 1980a, b; lto, 1984; lshirnaru, 1984] for optical pulsed waves in densely distributed discrete scatterers; (3) multiple scattering theory for waves in media characterized by large-scale discrete inhomogeneities [Svirkunov, 1977;Krutikov, 1979Krutikov, , 1980Lukin, 1981;Diener, 1982; Robeth and Diener, 1983].…”
mentioning
confidence: 99%