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Quantum mechanics for electrical engineers / by Dennis M. Sullivan.

By: Sullivan, Dennis Michael, 1949-.
Contributor(s): IEEE Xplore (Online Service) [distributor.] | Wiley InterScience (Online service) [publisher.].
Material type: materialTypeLabelBookSeries: IEEE press series on microelectronic systems: 22Publisher: Oxford : Wiley-Blackwell, c2012Distributor: [Piscataqay, New Jersey] : IEEE Xplore, [2012]Description: 1 PDF (288 pages).Content type: text Media type: electronic Carrier type: online resourceISBN: 9781118169780.Subject(s): Electrical engineering | Quantum theory | Acceleration | Accuracy | Aerospace electronics | Approximation methods | Boundary conditions | Cavity resonators | Charge carrier processes | Chemicals | Contacts | Data models | Dipole antennas | Educational institutions | Effective mass | Eigenvalues and eigenfunctions | Electric potential | Elementary particle vacuum | Energy conversion | Energy states | Equations | Facsimile | Fast Fourier transforms | Finite difference methods | Fourier transforms | Frequency domain analysis | Gallium arsenide | Germanium | Green products | Harmonic analysis | IEEE Press | Indexes | Inductance | Kinetic energy | Lattices | Lorentz covariance | MATLAB | Marketing and sales | Materials | Mathematical model | Matrices | Metals | Nonhomogeneous media | Oscillators | Periodic structures | Photonics | Probability distribution | Protons | Quantum mechanics | Reactive power | Sections | Silicon | Stationary state | Switches | Time domain analysis | Time frequency analysis | Transfer functions | Vectors | WarrantiesGenre/Form: Electronic books.Additional physical formats: Print version:: No titleDDC classification: 530.120246213 Online resources: Abstract with links to resource Also available in print.
Contents:
Frontmatter -- Introduction -- Stationary States -- Fourier Theory in Quantum Mechanics -- Matrix Algebra in Quantum Mechanics -- A Brief Introduction to Statistical Mechanics -- Bands and Subbands -- The Sch�Sordinger Equation for Spin-1/2 Fermions -- The Green's Function Formulation -- Transmission -- Approximation Methods -- The Harmonic Oscillator -- Finding Eigenfunctions Using Time-Domain Simulation -- Appendix A: Important Constants and Units -- Appendix B: Fourier Analysis and the Fast Fourier Transform (FFT) -- Appendix C: An Introduction to the Green's Function Method -- Appendix D: Listings of the Programs Used in this Book -- Index.
Summary: Explains quantum mechanics in language that electrical engineers understandAs semiconductor devices become smaller and smaller, classical physics alone cannot fully explain their behavior. Instead, electrical engineers need to understand the principles of quantum mechanics in order to successfully design and work with today's semiconductors.Written by an electrical engineering professor for students and professionals in electrical engineering, Quantum Mechanics for Electrical Engineers focuses on those topics in quantum mechanics that are essential for modern semiconductor theory.This book begins with an introduction to the field, explaining why classical physics fails when dealing with very small particles and small dimensions. Next, the author presents a variety of topics in quantum mechanics, including:. The Schr�Sodinger equation. Fourier theory in quantum mechanics. Matrix theory in quantum mechanics. An introduction to statistical mechanics. Transport in semiconductorsBecause this book is written for electrical engineers, the explanations of quantum mechanics are rooted in mathematics such as Fourier theory and matrix theory that are familiar to all electrical engineers. Beginning with the first chapter, the author employs simple MATLAB computer programs to illustrate key principles. These computer programs can be easily copied and used by readers to become more familiar with the material. They can also be used to perform the exercises at the end of each chapter.Quantum Mechanics for Electrical Engineers is recommended for upper-level undergraduates and graduate students as well as professional electrical engineers who want to understand the semiconductors of today and the future.
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Includes index.

Frontmatter -- Introduction -- Stationary States -- Fourier Theory in Quantum Mechanics -- Matrix Algebra in Quantum Mechanics -- A Brief Introduction to Statistical Mechanics -- Bands and Subbands -- The Sch�Sordinger Equation for Spin-1/2 Fermions -- The Green's Function Formulation -- Transmission -- Approximation Methods -- The Harmonic Oscillator -- Finding Eigenfunctions Using Time-Domain Simulation -- Appendix A: Important Constants and Units -- Appendix B: Fourier Analysis and the Fast Fourier Transform (FFT) -- Appendix C: An Introduction to the Green's Function Method -- Appendix D: Listings of the Programs Used in this Book -- Index.

Restricted to subscribers or individual electronic text purchasers.

Explains quantum mechanics in language that electrical engineers understandAs semiconductor devices become smaller and smaller, classical physics alone cannot fully explain their behavior. Instead, electrical engineers need to understand the principles of quantum mechanics in order to successfully design and work with today's semiconductors.Written by an electrical engineering professor for students and professionals in electrical engineering, Quantum Mechanics for Electrical Engineers focuses on those topics in quantum mechanics that are essential for modern semiconductor theory.This book begins with an introduction to the field, explaining why classical physics fails when dealing with very small particles and small dimensions. Next, the author presents a variety of topics in quantum mechanics, including:. The Schr�Sodinger equation. Fourier theory in quantum mechanics. Matrix theory in quantum mechanics. An introduction to statistical mechanics. Transport in semiconductorsBecause this book is written for electrical engineers, the explanations of quantum mechanics are rooted in mathematics such as Fourier theory and matrix theory that are familiar to all electrical engineers. Beginning with the first chapter, the author employs simple MATLAB computer programs to illustrate key principles. These computer programs can be easily copied and used by readers to become more familiar with the material. They can also be used to perform the exercises at the end of each chapter.Quantum Mechanics for Electrical Engineers is recommended for upper-level undergraduates and graduate students as well as professional electrical engineers who want to understand the semiconductors of today and the future.

Also available in print.

Mode of access: World Wide Web

Description based on PDF viewed 12/21/2015.

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