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- W2019785737 abstract "Abstract A new scheme for solving multi-level non-LTE radiative transfer problems is described. In this scheme the radiation field is related to the source function by an approximate radiative transfer operator. This operator is used to set up the linearized nonlocal statistical equilibrium equations for the population numbers with small amounts of computing time. These equations have a characteristic and simple structure which enable a fast solution. The approximate statistical equilibrium equations are combined with the exact rate equations such that the final solution always is exact. The basic methods described can handle velocity fields, partial redistribution, and complex geometries and are ideal for future applications to the numerical solution of radiative hydrodynamics problems with radiation transport in lines and continua The methods form the basis of a non-LTE program that is more general than the often used code LINEAR-B. Calculations made so far indicate that the new method also is more stable and faster by typically a factor of ten." @default.
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- W2019785737 title "A new approach to multi-level non-LTE radiative transfer problems" @default.
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- W2019785737 doi "https://doi.org/10.1016/0021-9991(85)90107-x" @default.
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