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The angular distribution o the irregularly reflected and trans
mitted light gives informations about the deviations from an
ideal flat layer stack structure which can be assumed either as
inter'ace or surface roughnesses or as volume inhomogeneities in
the layers itseLf. In a previous paper of Bosquet et al. /1/ the
interrace roughness case has been discussed. The volume scattering case treated in the paper of Elson /2/ is only taken into
consideration for a semi-infinite substrate with a special correlation function for the permitivity fluctuations. Our work
follows the given lines of a perturbative treatment of scattered
light but without assuming any special conditions for the origin
of the scattering process. Therefore the well-known matrix description for the regurlarly reflected and transmitted light is
extended to the problem o± the transition from exciting to
scattered light defining bidirectional transmission and reflection
coeffidents for the ratio between the scattered and exciting
light waves. All four possible coefficients for the reflected or
transmitted scattered light can be summarized in a two by two
matrix.
Karl Hehl,Samer Kassam, andP. Bussemer
"Theory of light scattering from rough surfaces and from volume inhomogeneities in an optical layer stack", Proc. SPIE 1319, Optics in Complex Systems, (1 July 1990); https://doi.org/10.1117/12.34853
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Karl Hehl, Samer Kassam, P. Bussemer, "Theory of light scattering from rough surfaces and from volume inhomogeneities in an optical layer stack," Proc. SPIE 1319, Optics in Complex Systems, (1 July 1990); https://doi.org/10.1117/12.34853