ON INTEGRAL RELATIONS FOR NONSTATIONARY RADIATIVE-TRANSFER EQUATION FOR SCATTERING MEDIA OF DIFFERENT CONFIGURATION

The method of obtaining the integral relations (vector in particular) for non-stationary radiative transfer equation in case of scattering media of different configuration is proposed. It is based on the use of general invariance relations and the information on asymptotic behaviour of non-stationary radiative transfer equation under t --> infinity. With the help of the proposed approach a set of new integral relations (integrals) has been got. The generalization of flow integral and K-integral in case of non-conservatively homogeneous layer, irradiated by non-stationary sources are given. The integral relations presented in the article are of interest for solving the inverse problems on the radiative transfer theory.