Chaos [electronic resource] : A Program Collection for the PC / by Hans Jȭrgen Korsch, Hans-Jȵrg Jodl, Timo Hartmann.
Tipo de material: TextoEditor: Berlin, Heidelberg : Springer Berlin Heidelberg, 2008Edición: Third revised and enlarged editionDescripción: XV, 341 p. With many Numerical Experiments. online resourceTipo de contenido:- text
- computer
- online resource
- 9783540748670
- SpringerLink (Online service)
- Physics
- Computer science -- Mathematics
- Quantum theory
- Mathematical physics
- Quantum computing
- Engineering
- Physics
- Complexity
- Quantum Computing, Information and Physics
- Quantum Physics
- Mathematical Methods in Physics
- Computational Mathematics and Numerical Analysis
- Numerical and Computational Methods in Engineering
Overview and Basic Concepts -- Nonlinear Dynamics and Deterministic Chaos -- Billiard Systems -- Gravitational Billiards: The Wedge -- The Double Pendulum -- Chaotic Scattering -- Fermi Acceleration -- The Duffing Oscillator -- Feigenbaum Scenario -- Nonlinear Electronic Circuits -- Mandelbrot and Julia Sets -- Ordinary Differential Equations -- Kicked Systems.
This new edition strives yet again to provide readers with a working knowledge of chaos theory and dynamical systems through parallel introductory explanations in the book and interaction with carefully-selected programs supplied on the accompanying diskette. The programs enable readers, especially advanced-undergraduate students in physics, engineering, and math, to tackle relevant physical systems quickly on their PCs, without distraction from algorithmic details. For the third edition of Chaos: A Program Collection for the PC, each of the previous twelve programs is polished and rewritten in C++ (both Windows and Linux versions are included). A new program treats kicked systems, an important class of two-dimensional problems, which is introduced in Chapter 13. Each chapter follows the structure: theoretical background; numerical techniques; interaction with the program; computer experiments; real experiments and empirical evidence; reference. Interacting with the many numerical experiments have proven to help readers to become familiar with this fascinating topic and even to enjoy the experience.
ZDB-2-PHA
No hay comentarios en este titulo.