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Basic Semiconductor Physics 3rd ed. 2017 [Kõva köide]

  • Formaat: Hardback, 709 pages, kõrgus x laius: 235x155 mm, 315 Illustrations, black and white; XXI, 709 p. 315 illus., 1 Hardback
  • Sari: Graduate Texts in Physics
  • Ilmumisaeg: 08-Dec-2017
  • Kirjastus: Springer International Publishing AG
  • ISBN-10: 3319668595
  • ISBN-13: 9783319668598
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  • Formaat: Hardback, 709 pages, kõrgus x laius: 235x155 mm, 315 Illustrations, black and white; XXI, 709 p. 315 illus., 1 Hardback
  • Sari: Graduate Texts in Physics
  • Ilmumisaeg: 08-Dec-2017
  • Kirjastus: Springer International Publishing AG
  • ISBN-10: 3319668595
  • ISBN-13: 9783319668598

Now in a second, updated edition, this detailed description of basic semiconductor physics covers a wide range of important phenomena in semiconductors, from the simple to the advanced, and includes an essential new chapter on semiconductor lasers.



The new edition of this textbook presents a detailed description of basic semiconductor physics. The text covers a wide range of important phenomena in semiconductors, from the simple to the advanced. Four different methods of energy band calculations in the full band region are explained: local empirical pseudopotential, non-local pseudopotential, KP perturbation and tight-binding methods. The effective mass approximation and electron motion in a periodic potential, Boltzmann transport equation and deformation potentials used for analysis of transport properties are discussed.
Further, the book examines experiments and theoretical analyses of cyclotron resonance in detail. Optical and transport properties, magneto-transport, two-dimensional electron gas transport (HEMT and MOSFET) and quantum transport are reviewed, while optical transition, electron-phonon interaction and electron mobility are also addressed.
Energy and electronic structure of a quantum dot (artificial atom) are explained with the help of Slater determinants. The physics of semiconductor lasers is also described, including Einstein coefficients, stimulated emission, spontaneous emission, laser gain, double heterostructures, blue lasers, optical confinement, laser modes, and strained quantum well lasers, offering insights into the physics of various kinds of semiconductor lasers.
In this third edition, energy band calculations in full band zone with spin-orbit interaction are presented, showing all the matrix elements and equipping the reader to prepare computer programs of energy band calculations. The Luttinger Hamiltonian is discussed and used to analyze the valence band structure. Numerical calculations of scattering rate, relaxation time, and mobility are presented for typical semiconductors, which are very helpful for understanding of transport. Energy band structures and effective masses of nitrides such as GaN, InN, AlN and their ternary alloys are discussed because they are very important materials for the blue light emission, and high power devices with and high frequency.
Learning and teaching with this textbook is supported by problems and solutions in the end of the chapters.
The book is written for bachelor and upper undergraduate students of physics and engineering.

1 Energy Band Structures of Semiconductors 1(64)
1.1 Free-Electron Model
1(2)
1.2 Bloch Theorem
3(2)
1.3 Nearly Free Electron Approximation
5(4)
1.4 Reduced Zone Scheme
9(1)
1.5 Free-Electron Bands (Empty-Lattice Bands)
10(6)
1.5.1 First Brillouin Zone
10(2)
1.5.2 Reciprocal Lattice Vectors of fcc Crystal
12(1)
1.5.3 Free Electron Bands
13(3)
1.6 Pseudopotential Method
16(19)
1.6.1 Local Pseudopotential Theory
16(4)
1.6.2 Pseudopotential Form Factors
20(3)
1.6.3 Nonlocal Pseudopotential Theory
23(3)
1.6.4 Energy Band Calculation by Local Pseudopotential Method
26(4)
1.6.5 Spin-Orbit Interaction
30(3)
1.6.6 Energy Band Calculations by Nonlocal Pseudopotential Method with Spin-Orbit Interaction
33(2)
1.7 k · p Perturbation
35(24)
1.7.1 k · p Hamiltonian
35(6)
1.7.2 Derivation of the k · p Parameters
41(5)
1.7.3 15-band k · pMethod
46(4)
1.7.4 Antisymmetric Potentials for Zinc Blende Crystals
50(1)
1.7.5 Spin-orbit Interaction Hamiltonian
51(3)
1.7.6 30-band k p Method with the Spin-Orbit Interaction
54(5)
1.8 Density of States
59(3)
1.9 Problems
62(1)
References
62(3)
2 Cyclotron Resonance and Energy Band Structures 65(60)
2.1 Cyclotron Resonance
65(9)
2.2 Analysis of Valence Bands
74(6)
2.3 Spin-Orbit Interaction
80(7)
2.4 Non-parabolicity of the Conduction Band
87(3)
2.5 Electron Motion in a Magnetic Field and Landau Levels
90(23)
2.5.1 Landau Levels
90(6)
2.5.2 Density of States and Inter Landau Level Transition
96(2)
2.5.3 Landau Levels of a Non-parabolic Band
98(3)
2.5.4 Effective g Factor
101(3)
2.5.5 Landau Levels of the Valence Bands
104(6)
2.5.6 Magneto-optical Absorption
110(3)
2.6 Luttinger Hamiltonian
113(3)
2.7 Luttinger Parameters
116(6)
2.8 Problems
122(1)
References
123(2)
3 Wannier Function and Effective Mass Approximation 125(28)
3.1 Wannier Function
125(2)
3.2 Effective-Mass Approximation
127(5)
3.3 Shallow Impurity Levels
132(3)
3.4 Impurity Levels in Ge and Si
135(6)
3.4.1 Valley-Orbit Interaction
138(1)
3.4.2 Central Cell Correction
139(2)
3.5 Electron Motion Under an External Field
141(9)
3.5.1 Group Velocity
142(3)
3.5.2 Electron Motion Under an External Force
145(3)
3.5.3 Electron Motion and Effective Mass
148(2)
3.6 Problems
150(1)
References
150(3)
4 Optical Properties 1 153(52)
4.1 Reflection and Absorption
153(5)
4.2 Direct Transition and Absorption Coefficient
158(2)
4.3 Joint Density of States
160(5)
4.4 Indirect Transition
165(6)
4.5 Exciton
171(12)
4.5.1 Direct Exciton
171(9)
4.5.2 Indirect Exciton
180(3)
4.6 Dielectric Function
183(9)
4.6.1 E0, E0 + Δ0 Edge
186(2)
4.6.2 E1 and E1 + Δ1 Edge
188(1)
4.6.3 E2 Edge
189(1)
4.6.4 Exciton
190(2)
4.7 Piezobirefringence
192(10)
4.7.1 Phenomenological Theory of Piezobirefringence
192(1)
4.7.2 Deformation Potential Theory
193(3)
4.7.3 Stress-Induced Change in Energy Band Structure
196(6)
4.8 Problems
202(2)
References
204(1)
5 Optical Properties 2 205(60)
5.1 Modulation Spectroscopy
205(14)
5.1.1 Electro-Optic Effect
205(2)
5.1.2 Franz-Keldysh Effect
207(4)
5.1.3 Modulation Spectroscopy
211(3)
5.1.4 Theory of Electroreflectance and Third-Derivative Form of Aspnes
214(5)
5.2 Raman Scattering
219(19)
5.2.1 Selection Rule of Raman Scattering
225(5)
5.2.2 Quantum Mechanical Theory of Raman Scattering
230(5)
5.2.3 Resonant Raman Scattering
235(3)
5.3 Brillouin Scattering
238(12)
5.3.1 Scattering Angle
240(4)
5.3.2 Brillouin Scattering Experiments
244(2)
5.3.3 Resonant Brillouin Scattering
246(4)
5.4 Polaritons
250(7)
5.4.1 Phonon Polaritons
250(4)
5.4.2 Exciton Polaritons
254(3)
5.5 Free-Carrier Absorption and Plasmon
257(6)
5.6 Problems
263(1)
References
263(2)
6 Electron-Phonon Interaction and Electron Transport 265(100)
6.1 Lattice Vibrations
265(14)
6.1.1 Acoustic Mode and Optical Mode
265(5)
6.1.2 Harmonic Approximation
270(9)
6.2 Boltzmann Transport Equation
279(10)
6.2.1 Collision Term and Relaxation Time
281(3)
6.2.2 Mobility and Electrical Conductivity
284(5)
6.3 Scattering Probability and Transition Matrix Element
289(36)
6.3.1 Transition Matrix Element
289(3)
6.3.2 Deformation Potential Scattering (Acoustic Phonon Scattering)
292(2)
6.3.3 Ionized Impurity Scattering
294(5)
6.3.4 Piezoelectric Potential Scattering
299(3)
6.3.5 Non-polar Optical Phonon Scattering
302(1)
6.3.6 Polar Optical Phonon Scattering
303(5)
6.3.7 Inter-Valley Phonon Scattering
308(1)
6.3.8 Deformation Potential in Degenerate Bands
309(2)
6.3.9 Theoretical Calculation of Deformation Potentials
311(5)
6.3.10 Electron-Electron Interaction and Plasmon Scattering
316(7)
6.3.11 Alloy Scattering
323(2)
6.4 Scattering Rate and Relaxation Time
325(20)
6.4.1 Acoustic Phonon Scattering
329(5)
6.4.2 Non-polar Optical Phonon Scattering
334(1)
6.4.3 Polar Optical Phonon Scattering
335(2)
6.4.4 Piezoelectric Potential Scattering
337(2)
6.4.5 Inter-Valley Phonon Scattering
339(2)
6.4.6 Ionized Impurity Scattering
341(2)
6.4.7 Neutral Impurity Scattering
343(1)
6.4.8 Plasmon Scattering
343(1)
6.4.9 Alloy Scattering
344(1)
6.5 Mobility
345(17)
6.5.1 Acoustic Phonon Scattering
347(1)
6.5.2 Non-polar Optical Phonon Scattering
347(4)
6.5.3 Polar Optical Phonon Scattering
351(2)
6.5.4 Piezoelectric Potential Scattering
353(1)
6.5.5 Inter-Valley Phonon Scattering
353(3)
6.5.6 Ionized Impurity Scattering
356(2)
6.5.7 Neutral Impurity Scattering
358(1)
6.5.8 Plasmon Scattering
358(2)
6.5.9 Alloy Scattering
360(1)
6.5.10 Electron Mobility in GaN
361(1)
6.6 Problems
362(1)
References
363(2)
7 Magnetotransport Phenomena 365(50)
7.1 Phenomenological Theory of the Hall Effect
365(7)
7.2 Magnetoresistance Effects
372(8)
7.2.1 Theory of Magnetoresistance
372(1)
7.2.2 General Solutions for a Weak Magnetic Field
372(2)
7.2.3 Case of Scalar Effective Mass
374(2)
7.2.4 Magnetoresistance
376(4)
7.3 Shubnikov-de Haas Effect
380(10)
7.3.1 Theory of Shubnikov-de Haas Effect
380(4)
7.3.2 Longitudinal Magnetoresistance Configuration
384(3)
7.3.3 Transverse Magnetoresistance Configuration
387(3)
7.4 Magnetophonon Resonance
390(21)
7.4.1 Experiments and Theory of Magnetophonon Resonance
390(8)
7.4.2 Various Types of Magnetophonon Resonance
398(5)
7.4.3 Magnetophonon Resonance Under High Electric and High Magnetic Fields
403(4)
7.4.4 Polaron Effect
407(4)
7.5 Problems
411(1)
References
412(3)
8 Quantum Structures 415(132)
8.1 Historical Background
415(1)
8.2 Two-Dimensional Electron Gas Systems
416(17)
8.2.1 Two-Dimensional Electron Gas in MOS Inversion Layer
416(10)
8.2.2 Quantum Wells and HEMT
426(7)
8.3 Transport Phenomena of Two-Dimensional Electron Gas
433(38)
8.3.1 Fundamental Equations
433(3)
8.3.2 Scattering Rate
436(28)
8.3.3 Mobility of a Two-Dimensional Electron Gas
464(7)
8.4 Superlattices
471(23)
8.4.1 Kronig-Penney Model
471(3)
8.4.2 Effect of Brillouin Zone Folding
474(3)
8.4.3 Tight Binding Approximation
477(2)
8.4.4 sp3s* Tight Binding Approximation
479(2)
8.4.5 Energy Band Calculations for Superlattices
481(5)
8.4.6 Second Nearest-Neighbor spa Tight Binding Approximation
486(8)
8.5 Mesoscopic Phenomena
494(14)
8.5.1 Mesoscopic Region
494(2)
8.5.2 Definition of Mesoscopic Region
496(2)
8.5.3 Landauer Formula and Buttiker-Landauer Formula
498(6)
8.5.4 Research in the Mesoscopic Region
504(1)
8.5.5 Aharonov-Bohm Effect (AB Effect)
504(2)
8.5.6 Ballistic Electron Transport
506(2)
8.6 Quantum Hall Effect
508(12)
8.7 Coulomb Blockade and Single Electron Transistor
520(6)
8.8 Quantum Dots
526(15)
8.8.1 Addition Energy
526(5)
8.8.2 Exact Diagonalization Method
531(1)
8.8.3 Hamiltonian for Electrons in a Quantum Dot
532(3)
8.8.4 Diagonalization of N Electrons Hamiltonian Matrix
535(2)
8.8.5 Electronic States in Quantum Dots
537(1)
8.8.6 Quantum Dot States in Magnetic Field
538(1)
8.8.7 Electronic States in Elliptic and Triangular Quantum Dots
539(2)
8.9 Problems
541(1)
References
542(5)
9 Light Emission and Laser 547(88)
9.1 Einstein Coefficients A and B
548(2)
9.2 Spontaneous Emission and Stimulated Emission
550(6)
9.3 Band Tail Effect
556(5)
9.4 Luminescence
561(15)
9.4.1 Luminescence Due to Band to Band Transition
561(1)
9.4.2 Luminescence Due to Excitons
562(3)
9.4.3 Luminescence via Impurities
565(5)
9.4.4 Luminescence in GaP and GaAsP via N Traps
570(4)
9.4.5 Luminescence from GaInNAs
574(2)
9.4.6 Light Emitting Diodes (LEDs) in Visible Region
576(1)
9.5 Heterostructure Optical Waveguide
576(16)
9.5.1 Wave Equations for Planar Waveguide
577(5)
9.5.2 Transverse Electric Modes
582(1)
9.5.3 Transverse Magnetic Modes
583(2)
9.5.4 Effective Refractive Index
585(1)
9.5.5 Confinement Factor
586(2)
9.5.6 Laser Oscillations.
588(4)
9.6 Stimulated Emission in Quantum Well Structures
592(18)
9.6.1 Confinement in Quantum Well
593(4)
9.6.2 Optical Transition in Quantum Well Structures
597(5)
9.6.3 Reduced Density of States and Gain
602(3)
9.6.4 Strain Effect
605(5)
9.7 Wurtzite Semiconductor Lasers
610(22)
9.7.1 Energy Band Structure of Wurtzite Crystals
611(8)
9.7.2 Bowing of the Band Gaps and the Effective Masses in the Ternary Alloys
619(5)
9.7.3 Valence Band Structure in the Presence of Strain
624(7)
9.7.4 Optical Gain of Nitride Quantum Well Structures
631(1)
9.8 Problems
632(1)
References
633(2)
10 Answers for Problems 635(28)
Appendices 663(34)
Bibliography 697(4)
Index 701
Chihiro Hamaguchi graduated from Electrical Engineering (BS) in 1961, and MS Degree in 1963, and Graduate School of Engineering with Ph.D. Degree 1n 1966, all from Osaka University. He served as a research associate of Engineering Science in 1966, and an associate professor of Electronic Engineering in 1967, of Osaka University. He was a visiting research associate of Physics Department of Purdue University (USA), from 1967 to 1969. He was appointed full professor of Electronic Engineering Department of Osaka University in 1985 and retired in 2001, awarded Professor Emeritus. He was employed as an advisory board member of Sharp Corporation form 2001 till 2014, and also a visiting professor of Kochi University of Technology from 2001 till now. His major field of research is hot carrier transport, magnetotransport, modulation spectroscopy of quantum structures, and quantum transport in heterostructures, energy band calculations of superlattices and nitrides, publishing more than 350 papers. He was elected as 1990: Fellow of the American Physical Society (1990), Fellow of the Institute of  Electrical and Electronics Engineers (IEEE) (1992), Fellow of the Institute of Physics, U.K .(1999), and Fellow of the Japan Society of Applied Physics (2008). He received the Award of Gold Rays with Neck Ribbon (Zuiho-Chuju Shou in Japanese) from Japanese Government and the Emeror in 2016. He published several text books in Japanese, such as Introduction to Electronics and Physics of Materials, Semiconductor Devisce Physics, and Electromagnetic Theory (to be published). He is a Fellow of American Physical Soviety, Instutute of Physics (U.K.), Institute of Electrical and Electronics Engineers (IEEE, U.S.A), and Japan Society of Applied Physics. He received the Award of Gold Rays with Neck Ribbon (Zuiho-Chuju Shou in Japanese) in 2016.