This book covers the applications of new analytical and numerical methods, including wavelet methods to explain the physical behavior of nuclear reactors. Fractional calculus represents the reactor more closely than classical integer order calculus. The reactor kinetics model has therefore been presented in this context and analytical and numerical solutions have been provided. Describing the reactor through fractional calculus helps readers understand fractional order control and achieve overall plant efficiency.
This book covers the applications of new analytical and numerical methods, including wavelet methods to explain the physical behavior of nuclear reactors. Fractional calculus represents the reactor more closely than classical integer order calculus. The reactor kinetics model has therefore been presented in this context and analytical and numerical solutions have been provided. Describing the reactor through fractional calculus helps readers understand fractional order control and achieve overall plant efficiency.Hinweis: Dieser Artikel kann nur an eine deutsche Lieferadresse ausgeliefert werden.
Dr. Santanu Saha Ray is an associate professor at the National Institute of Technology, Rourkela, India. He earned a Ph. D. in applied mathematics at Jadavpur University. He is a member of SIAM, the AMS, and the Indian Science Congress Association, and serves as the editor-in-chief for the International Journal of Applied and Computational Mathematics. Dr. Saha Ray has done extensive work in the area of fractional calculus and its role in nuclear science and engineering.
Inhaltsangabe
Mathematical Methods in Nuclear Reactor Physics. Neutron Diffusion Equation Model in Dynamical Systems. Fractional Order Neutron Point Kinetic Model. Numerical Solution for Deterministic Classical and Fractional Order Neutron Point Kinetic Model. Classical and Fractional Order Stochastic Neutron Point Kinetic Model. Solution for Nonlinear Classical and Fractional Order Neutron Point Kinetic Model with Newtonian Temperature Feedback Reactivity. Numerical Simulation Using Haar Wavelet Method for Neutron Point Kinetic Equation Involving Imposed Reactivity Function. Numerical Solution Using Two- Dimensional Haar Wavelet Method for Stationary Neutron Transport Equation in Homogeneous Isotropic Medium. References.
Mathematical Methods in Nuclear Reactor Physics. Neutron Diffusion Equation Model in Dynamical Systems. Fractional Order Neutron Point Kinetic Model. Numerical Solution for Deterministic Classical and Fractional Order Neutron Point Kinetic Model. Classical and Fractional Order Stochastic Neutron Point Kinetic Model. Solution for Nonlinear Classical and Fractional Order Neutron Point Kinetic Model with Newtonian Temperature Feedback Reactivity. Numerical Simulation Using Haar Wavelet Method for Neutron Point Kinetic Equation Involving Imposed Reactivity Function. Numerical Solution Using Two- Dimensional Haar Wavelet Method for Stationary Neutron Transport Equation in Homogeneous Isotropic Medium. References.
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