Efficiency of reflection coefficients in the isotropic neutron transport equation and computation of the critical-half thicknesses

Abstract

The critical lab problem of the reflected isotropic one-speed neutron transport equation is solved with the Chebyshev polynomial approximation The efficiency of the reflection coefficient, R, in the neutron transport equation is obtained for different c values For the solution, the Mark boundary condition is used The values obtained from this approximation are compared with results obtained by the spherical harmonics method