The spectral method is used to develop a solution for multidimensional transport problems
for neutral particles in cartesian geometry. The procedure is based on the expansion of the …

A solution to Chandrasekhar's searchlight problem with isotropic scattering is presented for
semi-infinite and finite geometries. The scattering and transmission functions for the Fourier …

Case's method obtains solutions to the radiative transport equation as superpositions of
elementary solutions when the specific intensity depends on one spatial variable. In this …

The integral equation describing the transport of monoenergetic, isotropically scattered
neutrons in a one‐, two‐, or three‐dimensional body of arbitrary convex shape, containing …

The present investigation of three-dimensional radiative transfer accounts for polarization
and multiple scattering by using the vector transport equation. The intensity vector is …

A recent technique for extending the singular eigenfunction method in linear transport theory
to prob~ ems which are not strictly I-dimensional is compared to a more naive approach …

Exact numerical solutions are presented for the radiative flux and emissive power at the
boundary of a semi-infinite, two-dimensional, planar, absorbing-emitting, gray medium …

We present a method for solving the two‐dimensional equation of transfer. The method can
be extended easily to the general linear transport problem. The used technique allows us to …

Full article: How to Construct Three-Dimensional Transport Theory Using Rotated Reference
Frames Skip to Main Content Taylor and Francis Online homepage Browse Search Publish …

We consider optical tomography with structured illumination in spatial-frequency domain
using the three-dimensional radiative transport equation. Without the diffusion …