Accurate description of gas transport in porous coal matrix is one critical issue for coalbed
methane production. However, the adequacy of existing Fickian diffusion-based models for …

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 stability phenomenon in nuclear boiling water reactors (BWRs) continues to be of
scientific and technological interest contributing to the development of advanced stability …

In this paper we present the numerical analysis of the fractional neutron point kinetics
(FNPK) equations with temperature feedback effects. The FNPK model considers a …

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 …

This work presents a novel solution to Fractional-model equations, it is based on the
applying of conformal derivative to fractional calculus and thus obtain a linear multi-term …

Fractional-Order Models for Nuclear Reactor Analysis presents fractional modeling issues in
the context of anomalous diffusion processes in an accessible and practical way. The book …

Linear and Non-Linear Stability Analysis in Boiling Water Reactors: The Design of Real-
Time Stability Monitors presents a thorough analysis of the most innovative BWR reactors …

Abstract The Classical Neutron Point-Kinetic (CNPK) equations are a system of stiff
nonlinear ordinary differential equations for the neutron density, which have been subject of …

In this paper, discrete time higher integer order linear transfer function models have been
identified first for a 500MWe Pressurized Heavy Water Reactor (PHWR) which has highly …