Simulation is a powerful tool for understanding and exploring the dynamics of systems. This text provides an introduction to simulation using Simulink examples throughout. Requiring no programming skills, it is ideal as a Simulink reference or as an introductory textbook for a one-semester undergraduate course. Along with attractive graphics and diagrams, the author includes hands-on examples and exercises from science, engineering, technology, and mathematical sciences. He also presents advanced material at the end of the book to prepare students for advanced and more specialized study in simulating systems.…mehr
Simulation is a powerful tool for understanding and exploring the dynamics of systems. This text provides an introduction to simulation using Simulink examples throughout. Requiring no programming skills, it is ideal as a Simulink reference or as an introductory textbook for a one-semester undergraduate course. Along with attractive graphics and diagrams, the author includes hands-on examples and exercises from science, engineering, technology, and mathematical sciences. He also presents advanced material at the end of the book to prepare students for advanced and more specialized study in simulating systems.
Michael A. Gray is an associate professor in the Department of Computer Science at American University in Washington, D.C.
Inhaltsangabe
Introduction and Motivation. The Basics of Simulation in Simulink. Simulation of First Order Difference Equation Models. Simulation of First Order Differential Equation Models. Fixed Step Solvers and Numerical Integration Methods. Simulation of First Order Equation Systems. Simulation of Second Order Equation Models: Nonperiodic Dynamics. Simulation of Second Order Equation Models: Periodic Dynamics. Higher Order Models and Variable Step Solvers. Advanced Topics: Transforming Ordinary Differential Equations, Simulation of Chaotic Dynamics, and Simulation of Partial Differential Equations. Appendices. Index.
Introduction and Motivation. The Basics of Simulation in Simulink. Simulation of First Order Difference Equation Models. Simulation of First Order Differential Equation Models. Fixed Step Solvers and Numerical Integration Methods. Simulation of First Order Equation Systems. Simulation of Second Order Equation Models: Nonperiodic Dynamics. Simulation of Second Order Equation Models: Periodic Dynamics. Higher Order Models and Variable Step Solvers. Advanced Topics: Transforming Ordinary Differential Equations, Simulation of Chaotic Dynamics, and Simulation of Partial Differential Equations. Appendices. Index.
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