Nonclassical particle transport in the 1-D diffusive limit

We provide computational results demonstrating for the first time that the solution of the nonclassical particle transport equation is well-approximated
by the solution of the nonclassical diffusion equation.

Title

Nonclassical particle transport in the 1-D diffusive limit

Author(s)

Richard Vasques, Rachel N. Slaybaugh, Kai Krycki

Publication

Transactions of the American Nuclear Society 114: 361-364

Description

In this paper, we investigate nonclassical particle transport taking place in a 1-D random periodic diffusive system. We provide computational results that validate the theoretical predictions, demonstrating for the first time that the solution of the nonclassical particle transport equation is well-approximated
by the solution of the nonclassical diffusion equation.