Key Features Introduction to basic methods and concepts of numerical analysis Fundamental numerical tools such as differentiation, integration, specialized to CEM applications. 2D and 3D treatments of finite difference time domain, integral equations, and finite element method. Accessible treatment targeted to students with as little as one semester of prior EM course experience. Overview of accuracy and performance analysis for key algorithms. Programmed sequence of MATLAB code homework projects that build from simple tools to full scale codes. Students will move from basic programming…mehr
Key Features Introduction to basic methods and concepts of numerical analysis Fundamental numerical tools such as differentiation, integration, specialized to CEM applications. 2D and 3D treatments of finite difference time domain, integral equations, and finite element method. Accessible treatment targeted to students with as little as one semester of prior EM course experience. Overview of accuracy and performance analysis for key algorithms. Programmed sequence of MATLAB code homework projects that build from simple tools to full scale codes. Students will move from basic programming problems that teach MATLAB skills to more complex algorithm implementations.Hinweis: Dieser Artikel kann nur an eine deutsche Lieferadresse ausgeliefert werden.
Karl F. Warnick is a faculty member in the Department of Electrical and Computer Engineering at BYU, where he is currently Associate Professor. Dr. Warnick has published many scientific articles and conference papers on electromagnetic theory, numerical methods, remote sensing, antenna applications, phased arrays, biomedical devices, and inverse scattering, and is the author of the books Problem Solving in Electromagnetics, Microwave Circuits, and Antenna Design for Communications Engineering (Artech House, 2006) with Peter Russer and Numerical Analysis for Electromagnetic Integral Equations (Artech House, 2008).
Inhaltsangabe
Chapter 1: Introduction Chapter 2: Basic Numerical Tasks Chapter 3: Finite Difference Methods Chapter 4: Numerical Integration Chapter 5: Integral Equations and the Method of Moments Chapter 6: Solving Linear Systems Chapter 7: Variational Methods and the Rayleigh-Ritz Procedure Chapter 8: Finite Element Method Chapter 9: Optimization Methods Chapter 10: Inverse Problems