Numerical algorithms of the radiative transport equation using rotated reference frames for optical tomography with structured illumination

Abstract

We consider optical tomography with structured illumination in spatial-frequency domain using the three-dimensional radiative transport equation. Without the diffusion approximation, the radiative transport equation is solved by the technique of rotated reference frames. In addition to the method of rotated reference frames (spherical-harmonic expansion), the three dimensional FN method is applied to this optical tomography.

References in corpus (3)

• Radiative Transport Equation in Rotated Reference Frames
• Experimental demonstration of an analytic method for image reconstruction in optical tomography with large data sets
• Singular eigenfunctions for the three-dimensional radiative transport equation

Cited by in corpus (1)

• Three-dimensional transport theory via one-dimensional transport theory