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Original Articles

Integral form of the equation of transfer for a homogeneous sphere with linearly anisotropic scattering

Pages 333-343 | Received 15 Apr 1985, Accepted 15 Aug 1985, Published online: 19 Aug 2006

References

  • Pomraning , G. C. and Siewert , C. E. 1982 . “On the integral form of the equation of transfer for a homogeneous sphere,” . J. Quant. Spec. Rad. Transfer , 28 : 503
  • Chandrasekhar , S. 1950 . “Radiative Transfer,” , London : Oxford University Press . Dover, New York 1960
  • Williams , M. M.R. 1971 . “Mathematical Methods in Particle Transport Theory,” , London : Butterworth & Co Publishers .
  • 1975 . A quite different technique from the one adopted in this paper was used to obtain a derivation of the result here discussed for the particular case of isotropic reflexion in the publication (in French) : R. Sanchez, “Generalisation de ya methode d'Asaoka pour le traitement d'une loi de choc lineairement anisotrope : données de reférénce en géométric cylindrique,” CEA N-1831, Comnissariat á l'Energie Atomique
  • Sanchez , R. 1974 . “Application de la m[etilde]thode de Galerkin à la résolution de l'[etilde]quation intégrale du transport unidimensionnelle,” CEA N-1793, Commissariat à l'Energie Atomique
  • Sanchez , R. and Mc Cormick , N. J. 1982 . “A review of neutron transport approximations,” . Nucl. Sci. Eng. , 80 : 481

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