We consider the integro-differential equation system which describes the intensity of the radiation and the temperature of the air in a domain of R3. Supposing that the coefficients of absorbation and emission of radiation are small even if they depend on the position, we prove the existence of a stationary solution of the equation system in a bounded domain.
Solution stationnaire du système d'équations de la radiation et de la température dans l'air
YASHIMA, Hisao
2013-01-01
Abstract
We consider the integro-differential equation system which describes the intensity of the radiation and the temperature of the air in a domain of R3. Supposing that the coefficients of absorbation and emission of radiation are small even if they depend on the position, we prove the existence of a stationary solution of the equation system in a bounded domain.
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