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Lecture 5
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Parabolic (paraxial) approximation
Small Perturbations; Local Perturbations; Smooth Perturbations; Geometrical optics; Path Integral Feynman diagrams Fokker-Plank Equation Random Matrix Theory Supersymmetry Parabolic (paraxial) approximation
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propagator
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resonant Bragg scattering
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V energy flux density Differential SCS
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Total SCS
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Limits of validity of the single scattering (small perturbation) approximation
(Energy of the scattered field) (Energy of the incident field) weak scattering
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energy conservation Extinction Length
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small perturbations smooth perturbations is not necessarily small
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Geometrical Optics
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odd even Gaussian
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Dyson Equation
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WAVEGUIDE
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estimate the diagrams for the white-noise random process
write analytical expressions for the diagrams estimate the diagrams for the white-noise random process
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Ladder diagrams
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WAVEGUIDE
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backscattered enhancement weak localization
interference < > RTE
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