Abstract: Some important spectral properties of matrix scattering operators for the polarized radiation transport problem were investigated in the first part of this paper. In the second part the corresponding characteristic equation solvability was studied. Numerical results show that vanishing the polarization effect is possible when light intensity is determined. That’s why the scalar theory yields good estimation for radiation intensity. In many cases the polarization effect can be taken into account with the help of perturbations theory.Note: Research direction:Mathematical modelling in actual problems of science and technic
Radiative transport theory describes the propagation of light in random media that absorb, scatter, ...
International audienceIn the preceding paper (063.110), the master equation for the atomic density m...
The process of scattering of radiation is usually characterized by a 4 × 4 transformation matrix whi...
The matrix operator method of solving radiation transfer problems is extended to include polarizatio...
Abstract: The mathematical models of the vector optical transfer operators (VOTO) are sugg...
Abstract: Almost complete absence of the information on scattering matrices for real physi...
The Stokes' parameters characterizing the scattered radiation at all scattering angles as a result o...
Analytical expressions for the spatial variation of the radiation emergent from a multiple-scatterin...
The present investigation of three-dimensional radiative transfer accounts for polarization and mult...
Abstract: The new mathematical model of the polarized radiation transfer in the two-media ...
When X-rays penetrate in the matter, they interact with the atoms, producing secondary radiation tha...
Context. The continuous spectrum of stellar and planetary atmospheres can be linearly polarized by R...
International audienceContext. The continuous spectrum of stellar and planetary atmospheres can be l...
Context. Polarized radiative transfer in the presence of scattering in spectral lines and/...
Abstract. We derive a probabilistic representation for solutions of matrix-valued transport equation...
Radiative transport theory describes the propagation of light in random media that absorb, scatter, ...
International audienceIn the preceding paper (063.110), the master equation for the atomic density m...
The process of scattering of radiation is usually characterized by a 4 × 4 transformation matrix whi...
The matrix operator method of solving radiation transfer problems is extended to include polarizatio...
Abstract: The mathematical models of the vector optical transfer operators (VOTO) are sugg...
Abstract: Almost complete absence of the information on scattering matrices for real physi...
The Stokes' parameters characterizing the scattered radiation at all scattering angles as a result o...
Analytical expressions for the spatial variation of the radiation emergent from a multiple-scatterin...
The present investigation of three-dimensional radiative transfer accounts for polarization and mult...
Abstract: The new mathematical model of the polarized radiation transfer in the two-media ...
When X-rays penetrate in the matter, they interact with the atoms, producing secondary radiation tha...
Context. The continuous spectrum of stellar and planetary atmospheres can be linearly polarized by R...
International audienceContext. The continuous spectrum of stellar and planetary atmospheres can be l...
Context. Polarized radiative transfer in the presence of scattering in spectral lines and/...
Abstract. We derive a probabilistic representation for solutions of matrix-valued transport equation...
Radiative transport theory describes the propagation of light in random media that absorb, scatter, ...
International audienceIn the preceding paper (063.110), the master equation for the atomic density m...
The process of scattering of radiation is usually characterized by a 4 × 4 transformation matrix whi...