Electrons in Solids: An Introductory SurveyElsevier, 4 dic 1992 - 329 pagine This Third Edition of ELECTRONS IN SOLIDS: AN INTRODUCTORY SURVEY, is the result of a thorough re-examination of the entire text, incorporating suggestions and corrections by students and professors who have used the text. Explanations and descriptions have been expanded, and additional information has been added on high Tc superconductors, diamond films, "buckminsterfullerenes," and thin magnetic materials. Adopted by many colleges and universities, this text has proven to be a solid introduction to the electrical, optical and magnetic properties of materials.
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Sommario
| 1 | |
| 11 | |
| 25 | |
Chapter 4 Light Waves | 41 |
Chapter 5 Matter Waves | 57 |
Chapter 6 The FreeElectron Model | 85 |
Chapter 7 Energy Bands | 107 |
Chapter 8 Optical Properties | 131 |
Vector Calculus | 266 |
Units and Conversion Factors | 270 |
Electromagnetic Plane Waves and Field Energy | 273 |
Elements of Formal Wave Mechanics | 277 |
Sample Problems | 282 |
| 297 | |
List of Problems | 300 |
Answers to Problems | 316 |
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absorption acceptors allowed applied atoms band band gap becomes calculate called carrier Chapter charge classical conduction band conductivity consider constant corresponding crystal density derived described dielectric direction displacement distribution donors effect electric field emission energy equal equation example excitation expression Fermi flow force free carrier free electrons frequency function given gives holes imperfection impurity increases indicated involved ionization kind known lattice light magnetic field mass material maximum measured metal mobility momentum moving n-type normal obtained occur optical particle particular photon plot positive possible potential presence probability properties quantity quantum quantum mechanics range reflection region result scattering semiconductor shown shows simple solids solution space specific surface temperature thermal transition transverse unit values velocity vibrations wave wave equation wavelength zero