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Nonlinear Physics With Mathematica For Scientists And Engineers 2001 Edition at Meripustak

Nonlinear Physics With Mathematica For Scientists And Engineers 2001 Edition

Books from same Author: Richard H. Enns George C. McGuire

Books from same Publisher: BIRKHAUSER

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    • General Information  
    Author(s)Richard H. Enns George C. McGuire
    PublisherBIRKHAUSER
    ISBN9780817642235
    Pages695
    BindingHardback
    LanguageEnglish
    Publish YearJuly 2001

    Description

    BIRKHAUSER Nonlinear Physics With Mathematica For Scientists And Engineers 2001 Edition by Richard H. Enns George C. McGuire

    Nonlinear physics continues to be an area of dynamic modern research with applications to physics engineering chemistry mathematics computer science biology medicine and economics. In this text extensive use is made of the Mathematica computer algebra system. No prior knowledge of Mathematica or programming is assumed. This book includes 33 experimental activities that are designed to deepen and broaden the reader's understanding of nonlinear physics. These activities are correlated with Part I the theoretical framework of the text. Table of contents : Preface * Part I: THEORY * 1. Introduction * 2. Nonlinear Systems Part I * 3. Nonlinear Systems Part II * 4. Topological Analysis * 5. Analytic Methods * 6. The Numerical Approach * 7. Limit Cycles * 8. Forced Oscillators * 9. Nonlinear Maps * 10. Nonlinear PDE Phenomena * 11. Numerical Simulation * 12. Inverse Scattering Method * Part II: EXPERIMENTAL ACTIVITIES * Introduction to Nonlinear Experiments 1. Magnetic Force * 2. Magnetic Tower * 3. Spin Toy Pendulum * 4. Driven Eardrum * 5. Nonlinear Damping * 6. Anaharmonic Potential * 7. Iron Core Conductor * 8. Nonlinear LRC Circuit * 9. Tunnel Diode Negative Resistance Curve * 10. Tunnel Diode Self-Excited Oscillator * 11. Forced Duffing Equation * 12. Focal Point Instability * 13. Compound Pendulum * 14. Damped Simple Pendulum * 15. Stable Limit Cycle * 16. Van der Pol Limit Cycle * 17. Relaxation Oscillations: Neon Bulb * 18. Relaxation Oscillations: Drinking Bird * 19. Relaxation Oscillations: Tunnel Diode * 20. Hard Spring * 21. Nonlinear Resonance Curve: Mechanical * 22. Nonlinear Resonance Curve: Electrical * 23. Nonlinear Resonance Curve: Magnetic * 24. Subharmonic Response: Period Doubling * 25. Diode: Period Doubling * 26. Five-Well Magnetic Potential * 27. Power Spectrum * 28. Entrainment and Quasiperiodicity * 29. Quasiperiodicity * 30. Chua's Butterfly * 31. Route to Chaos * 32. Driven Spin Toy * 33. Mapping * Bibliography * Index