http://www.loc.gov/mods/v3 http://www.loc.gov/standards/mods/v3/mods-3-2.xsd
Fractional calculus with applications for nuclear reactor dynamics
Introduces Novel Applications for Solving Neutron Transport EquationsWhile deemed nonessential in the past, fractional calculus is now gaining momentum in the science and engineering community. Various disciplines have discovered that realistic models of physical phenomenon can be achieved with fractional calculus and are using them in numerous ways. Since fractional calculus represents a reactor more closely than classical integer order calculus, Fractional Calculus with Applications for Nuclear Reactor Dynamics focuses on the application of fractional calculus to describe the physical behavi.
Front Cover; Contents; Preface; Acknowledgments; Author; Preliminaries: Elements of Nuclear Reactor Theory; Chapter 1: Mathematical Methods in Nuclear Reactor Physics; Chapter 2: Neutron Diffusion Equation Model in Dynamical Systems; Chapter 3: Fractional Order Neutron Point Kinetic Model; Chapter 4: Numerical Solution for Deterministic Classical and Fractional Order Neutron Point Kinetic Model; Chapter 5: Classical and Fractional Order Stochastic Neutron Point Kinetic Model.
Chapter 6: Solution for Nonlinear Classical and Fractional Order Neutron Point Kinetic Model with Newtonian Temperature Feedback ReactivityChapter 7: Numerical Simulation Using Haar Wavelet Operational Method for Neutron Point Kinetic Equation Involving Imposed Reactivity Function; Chapter 8: Numerical Solution Using Two- Dimensional Haar Wavelet Collocation Method for Stationary Neutron Transport Equation in Homogeneous Isotropic Medium; References; Back Cover.