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Elementare Quantenmechanik in einer Dimension von Robert Gilmore (Englisch) Hardco
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Elementare Quantenmechanik in einer Dimension von Robert Gilmore (Englisch) Hardco
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Elementare Quantenmechanik in einer Dimension von Robert Gilmore (Englisch) Hardco

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    Artikelzustand
    Neu: Neues, ungelesenes, ungebrauchtes Buch in makellosem Zustand ohne fehlende oder beschädigte ...
    ISBN-13
    9780801880148
    Book Title
    Elementary Quantum Mechanics in One Dimension
    ISBN
    9780801880148

    Über dieses Produkt

    Product Identifiers

    Publisher
    Johns Hopkins University Press
    ISBN-10
    0801880149
    ISBN-13
    9780801880148
    eBay Product ID (ePID)
    30763259

    Product Key Features

    Number of Pages
    240 Pages
    Language
    English
    Publication Name
    Elementary Quantum Mechanics in One Dimension
    Publication Year
    2004
    Subject
    Physics / Quantum Theory
    Type
    Textbook
    Subject Area
    Science
    Author
    Robert Gilmore
    Format
    Hardcover

    Dimensions

    Item Height
    0.9 in
    Item Weight
    16.8 Oz
    Item Length
    9 in
    Item Width
    6 in

    Additional Product Features

    Intended Audience
    Scholarly & Professional
    LCCN
    2004-053845
    Dewey Edition
    22
    Reviews
    I found this book to be very interesting and I enjoyed exploring the problems with the power and simplicity of Gilmore's approach., "I found this book to be very interesting and I enjoyed exploring the problems with the power and simplicity of Gilmore's approach."-- Australian Physics, Gilmore will indulge many instructors' desires to dwell on problem-solving techniques in introductory quantum mechanics despite the ever-expanding menu of critical topics that need to be covered., This is the full-blooded version of an undergraduate course... aimed at the second-year undergraduate., A rich source of ideas for activities or projects suitable for students in an intermediate quantum mechanics or a computational physics course... Highly recommended to those teaching undergraduate quantum mechanics., "A rich source of ideas for activities or projects suitable for students in an intermediate quantum mechanics or a computational physics course... Highly recommended to those teaching undergraduate quantum mechanics." -- Alan J. DeWeerd, American Journal of Physics, "This is the full-blooded version of an undergraduate course... aimed at the second-year undergraduate." -- Drew McCormick, School Science Review, "Gilmore will indulge many instructors' desires to dwell on problem-solving techniques in introductory quantum mechanics despite the ever-expanding menu of critical topics that need to be covered."-- Choice, ""This is the full-blooded version of an undergraduate course... aimed at the second-year undergraduate.""
    Grade From
    College Graduate Student
    Illustrated
    Yes
    Dewey Decimal
    530.12
    Table Of Content
    Preface Part I: Foundations Chapter 1. Schrödinger's Equation Chapter 2. Solutions in a Constant Potential Chapter 3. Wavefunctions across a Boundary Chapter 4. Piecewise Constant Potentials Chapter 5. Momentum Conservation Chapter 6. Preview of Boundary Conditions Chapter 7. Units Part II: Scattering Chapter 8. Boundary Conditions Chapter 9. A Simple Example Chapter 10. Coding and Validation Chapter 11. Shape of Barrier Chapter 12. Asymptotic Behavior Chapter 13. Phase Shifts Chapter 14. Double Barrier Chapter 15. Multiple Barriers Chapter 16. Probability Distributions Chapter 17. Combining Barriers Chapter 18. Quantum Engineering Chapter 19. Variations on a Theme Part III: Bound States Chapter 20. Boundary Conditions Chapter 21. A Simple Example Chapter 22. Coding and Validation Chapter 23. Shape of Potential Chapter 24. Dependence on Parameters Chapter 25. Relation between Bound and Scattering States Chapter 26. Double and Multiple Well Potentials Chapter 27. Level Splitting Chapter 28. Symmetry Breaking Chapter 29. Wavefunctions Chapter 30. Superpositions, Overlaps, and Probabilities Chapter 31. Symmetry and Wavefunctions Chapter 32. Transmission Resonances and Bound States Chapter 33. Creation of Bound States Chapter 34. Quantum Engineering Chapter 35. Variations on a Theme Chapter 36. The Sine Transform Part IV: Periodic Potentials Chapter 37. Boundary Conditions Chapter 38. A Simple Example Chapter 39. Coding and Validation Chapter 40. Asymptotic Behavior Chapter 41. Relation among Boundary Conditions Chapter 42. Wavefunctions and Probability Distributions Chapter 43. Alloys Chapter 44. Superlattices Chapter 45. Impurities Chapter 46. Quantum Engineering Index
    Synopsis
    One of the key components of modern physics, quantum mechanics is used in such fields as chemistry, electrical engineering, and computer science. Central to quantum mechanics is Schrödinger's Equation, which explains the behavior of atomic particles and the energy levels of a quantum system. Robert Gilmore's innovative approach to Schrödinger's Equation offers new insight into quantum mechanics at an elementary level. Gilmore presents compact transfer matrix methods for solving quantum problems that can easily be implemented on a personal computer. He shows how to use these methods on a large variety of potentials, both simple and periodic. He shows how to compute bound states, scattering states, and energy bands and describes the relation between bound and scattering states. Chapters on alloys, superlattices, quantum engineering, and solar cells indicate the practical application of the methods discussed. Gilmore's concise and elegant treatment will be of interest to students and professors of introductory and intermediate quantum courses, as well as professionals working in electrical engineering and applied mathematics., One of the key components of modern physics, quantum mechanics is used in such fields as chemistry, electrical engineering, and computer science. Central to quantum mechanics is Schr dinger's Equation, which explains the behavior of atomic particles and the energy levels of a quantum system. Robert Gilmore's innovative approach to Schr dinger's Equation offers new insight into quantum mechanics at an elementary level. Gilmore presents compact transfer matrix methods for solving quantum problems that can easily be implemented on a personal computer. He shows how to use these methods on a large variety of potentials, both simple and periodic. He shows how to compute bound states, scattering states, and energy bands and describes the relation between bound and scattering states. Chapters on alloys, superlattices, quantum engineering, and solar cells indicate the practical application of the methods discussed. Gilmore's concise and elegant treatment will be of interest to students and professors of introductory and intermediate quantum courses, as well as professionals working in electrical engineering and applied mathematics., One of the key components of modern physics, quantum mechanics is used in such fields as chemistry, electrical engineering, and computer science. Central to quantum mechanics is Schr+Âdinger's Equation, which explains the behavior of atomic particles and the energy levels of a quantum system. Robert Gilmore's innovative approach to Schr+Âdinger's Equation offers new insight into quantum mechanics at an elementary level.Gilmore presents compact transfer matrix methods for solving quantum problems that can easily be implemented on a personal computer. He shows how to use these methods on a large variety of potentials, both simple and periodic. He shows how to compute bound states, scattering states, and energy bands and describes the relation between bound and scattering states. Chapters on alloys, superlattices, quantum engineering, and solar cells indicate the practical application of the methods discussed.Gilmore's concise and elegant treatment will be of interest to students and professors of introductory and intermediate quantum courses, as well as professionals working in electrical engineering and applied mathematics., One of the key components of modern physics, quantum mechanics is used in such fields as chemistry, electrical engineering, and computer science. Central to quantum mechanics is Schr+Âdinger's Equation, which explains the behavior of atomic particles and the energy levels of a quantum system. Robert Gilmore's innovative approach to Schr+Âdinger's ......
    LC Classification Number
    QC174.12.G55 2004

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