This paper focuses on development of an efficient numerical technique for approximation of
a fractional neutron diffusion equation with delayed neutrons for neutron flux profile in a …

This paper focuses on the development of a computational technique for numerical solution
of the time-fractional neutron diffusion (FND) equation, which describes dynamics of neutron …

Fractional models of the Neutron Point Kinetic Equations have been developed to overcome
certain limitations related to the classical approaches, considering more general physical …

The goal of this work is to develop a high-order numerical technique to solve a two-
dimensional fractional neutron diffusion (FND) model describing dynamical behavior of a …

This article proposes an efficient numerical technique for solving the two-dimensional
fractional neutron diffusion (FND) model with time-dependent reactivity which describes …

This book addresses the topic of fractional-order modeling of nuclear reactors. Approaching
neutron transport in the reactor core as anomalous diffusion, specifically subdiffusion, it …

A new model of fractional telegraph point reactor kinetics FTPRK is introduced to
approximate the time dependent Boltzmann transport equation considering new terms that …

The small modular reactor tends to drive down the price of electricity and heat, installed far
from the national power grid. In order to provide the active power balance in small networks …

Fractional order neutron point kinetics equations are generalization of the classical neutron
point kinetics equations. The system of the fractional neutron point kinetics equations is …

The objective of this work is the analysis of subdiffusive processes in BWR reactors. Nuclear
reactors are highly heterogeneous systems where the phenomena at the reactor scale are …