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Introduction to solid state electronics /
This textbook is specifically tailored for undergraduate engineering courses offered in the junior year, providing a thorough understanding of solid state electronics without relying on the prerequisites of quantum mechanics. In contrast to most solid state electronics texts currently available, wit...
| Clasificación: | Libro Electrónico |
|---|---|
| Autor principal: | |
| Formato: | Electrónico eBook |
| Idioma: | Inglés |
| Publicado: |
Amsterdam ; New York : New York, NY, USA :
North-Holland ; Sole distributors for the USA and Canada, Elsevier Science Pub. Co.,
1989.
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| Edición: | 2nd rev. ed. |
| Temas: | |
| Acceso en línea: | Texto completo |
Tabla de Contenidos:
- Front Cover; Introduction to Solid State Electronics; Copyright Page; Foreword; Preface to the second edition; Table of Contents; Chapter 1. Electrons as particles; 1.1 Resistivity and conductivity; 1.2 Temperature dependence of resistivity; 1.3 Current and current density; 1.4 Equation of continuity; 1.5 Electric field and potential; 1.6 Electron in electric and magnetic fields; Problems to chapter 1; Bibliography; Chapter 2. Electrons as waves; 2.1 Wave-particle duality; 2.2 Uncertainty principle; 2.3 Plane wave and wave packets; 2.4 Energy quantization; Problems to chapter 2; Bibliography.
- Chapter 3. Probability and distribution functions3.1 Probability; 3.2 Distribution functions; 3.3 Maxwell-Boltzmann statistics; 3.4 Bose-Einstein statistics; 3.5 Fermi-Dirac statistics; Problems to chapter 3; Bibliography; Chapter 4. Electron lifetime, mobility; 4.1 Electron lifetime; 4.2 Boltzmann transport equation; 4.3 Conductivity and mobility; 4.4 Measurement of resistivity; 4.5 Hall effect and magnetoresistance; Problems to chapter 4; Bibliography; Chapter 5. Wave mechanics; 5.1 Wave representation; 5.2 Schr�odinger's equation; 5.3 Effect of a potential jump.
- 5.4 Particle in a box
- infinite potential well5.5 Particle in a potential well
- finite potential barrier; 5.6 Tunnelling through potential energy barriers; 5.7 Harmonic oscillator; 5.8 The one-electron atom; 5.9 The periodic table of the elements; Problems to chapter 5; Bibliography; Chapter 6. Periodic lattice; 6.1 Direct lattice; 6.2 Fourier series; 6.3 Reciprocal lattice; 6.4 Diffraction condition; Problems to chapter 6; Bibliography; Chapter 7. Electrons in the lattice; 7.1 Bloch theorem; 7.2 Electron waves in a periodic potential; 7.3 Band gap; 7.4 Kronig-Penney model.
- 7.5 Velocity of the Bloch electron7.6 Effective mass; 7.7 Number of states in a band; 7.8 Hole; Problems to chapter 7; Bibliography; Chapter 8. Energy bands in crystals; 8.1 Energy bands; 8.2 Metals, insulators, and semiconductors; 8.3 Density of states; 8.4 Brillouin zones; Problems to chapter 8; Bibliography; Chapter 9. Carrier concentrations; 9.1 Density of electrons in the conduction band
- classical approximation; 9.2 Fermi-Dirac integral; 9.3 Density of electrons in the conduction band
- degenerate approximation; 9.4 Density of holes in the valence band; 9.5 Intrinsic semiconductor.
- Problems to chapter 9Bibliography; Chapter 10. Extrinsic semiconductors; 10.1 Impurity states; 10.2 Types of defect; 10.3 Statistics of ionization equilibria; 10.4 Law of mass action; 10.5 Compensation; Problems to chapter 10; Bibliography; Chapter 11. Lattice waves; 11.1 Linear monatomic lattice; 11.2 Linear diatomic lattice; 11.3 Phonon; 11.4 Lattice heat capacity; 11.5 Lattice thermal conductivity; Problems to chapter 11; Bibliography; Chapter 12. Mobility and conductivity; 12.1 Impurity scattering; 12.2 Phonon scattering; 12.3 Mobility; Problems to chapter 12; Bibliography.