Integral form of the equation of transfer for an isotropically scattering, inhomogeneous solid cylinder

Details Integral form of the equation of transfer for an isotropically scattering, inhomogeneous solid cylinder Integral form of the equation of transfer for an isotropically scattering, inhomogeneous solid cylinder

Dec 1986

adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=1986jqsrt..36..497t&link_type=abstract

Journal of Quantitative Spectroscopy and Radiative Transfer (ISSN 0022-4073), vol. 36, Dec. 1986, p. 497-503.

Physics

12

Cylinders, Incident Radiation, Integral Equations, Radiative Transfer, Scattering Functions, Solid Surfaces, Albedo, Bessel Functions, Heat Flux, Refractivity, Stefan-Boltzmann Law

Scientific paper

The integral form of the equation of radiative transfer is developed for an absorbing, emitting, gray, isotropically scattering, inhomogeneous, solid cylinder with internal energy sources, subjected to externally incident radiation, and having both specular and diffuse reflection at the boundary surface. Under this transformation, the number of independent variables is reduced from three to one, thus enhancing the possibility of obtaining the solution of the original problem more efficiently and more accurately.

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