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Vector theory of laser radiation scattering in an integrated optical waveguide with three-dimensional irregularities in the presence of noise

Egorov, Alexander A

Quantum electronics (Woodbury, N.Y.), 2004-08, Vol.34 (8), p.744-754 [Periódico revisado por pares]

Woodbury, NY: IOP Publishing

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Título:
Vector theory of laser radiation scattering in an integrated optical waveguide with three-dimensional irregularities in the presence of noise
Autor: Egorov, Alexander A
Assuntos: APPROXIMATIONS ; CALCULATION METHODS ; COUPLING ; DIFFERENTIAL EQUATIONS ; ELECTROMAGNETIC RADIATION ; EQUATIONS ; FUNCTIONS ; GREEN FUNCTION ; LASER RADIATION ; MATHEMATICAL METHODS AND COMPUTING ; MATHEMATICAL SOLUTIONS ; NOISE ; PARTIAL DIFFERENTIAL EQUATIONS ; PERTURBATION THEORY ; PHYSICS OF ELEMENTARY PARTICLES AND FIELDS ; RADIATIONS ; SCATTERING ; TENSORS ; THREE-DIMENSIONAL CALCULATIONS ; VECTORS ; VISIBLE RADIATION ; WAVE EQUATIONS ; WAVEGUIDES
É parte de: Quantum electronics (Woodbury, N.Y.), 2004-08, Vol.34 (8), p.744-754
Descrição: The vector theory of laser radiation scattering in an integrated optical waveguide with three-dimensional irregularities in the presence of noise is developed. The solution of the electrodynamic problem of laser radiation scattering in an irregular waveguide is obtained by the mode coupling technique using the perturbation theory. An approximate solution of the inhomogeneous three-dimensional wave equation is obtained by the method of Green's functions. The analytic formulas are derived for the radiation fields of propagating and evanescent modes. A physical interpretation is given for the obtained results. The role of noise as an independent depolarising factor (in addition to the classical one) during scattering of light is pointed out. (integrated optical waveguides and devices)
Editor: Woodbury, NY: IOP Publishing
Idioma: Inglês;Russo

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Vector theory of laser radiation scattering in an integrated optical waveguide with three-dimensional irregularities in the presence of noise

Egorov, Alexander A

Woodbury, NY: IOP Publishing

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