E-Book, Englisch, 416 Seiten, Web PDF
Tsidilkovski / Pamplin Band Structure of Semiconductors
1. Auflage 2016
ISBN: 978-1-4831-5786-3
Verlag: Elsevier Science & Techn.
Format: PDF
Kopierschutz: 1 - PDF Watermark
International Series on the Science of the Solid State
E-Book, Englisch, 416 Seiten, Web PDF
ISBN: 978-1-4831-5786-3
Verlag: Elsevier Science & Techn.
Format: PDF
Kopierschutz: 1 - PDF Watermark
Band Structure of Semiconductors provides a review of the theoretical and experimental methods of investigating band structure and an analysis of the results of the developments in this field. The book presents the problems, methods, and applications in the study of band structure. Topics on the computational methods of band structure; band structures of important semiconducting materials; behavior of an electron in a perturbed periodic field; effective masses and g-factors for the most commonly encountered band structures; and the treatment of cyclotron resonance, Shubnikov-de Haas oscillations, magnetophonon resonance, and magneto-optical phenomena are discussed. Experimental physicists, theoretical physicists, students and research workers, and engineers working in the field of semiconductor electronics will find this book a great source of vital information.
Autoren/Hrsg.
Weitere Infos & Material
1;Front Cover;1
2;Band Structure of Semiconductors;4
3;Copyright Page;5
4;Table of Contents;10
5;Preface;6
6;Introduction;12
7;Chapter 1. Methods of Calculating Band Structure;22
7.1;1.1 GENERAL DISCUSSION;22
7.2;1.2 THE LCAO METHOD (TIGHT-BINDING) ENERGY BANDS, ARISING FROM THE s-STATE OF THE ATOM;35
7.3;1.3 THE AUGMENTED PLANE WAVE (APW) METHOD AND THE GREEN'S FUNCTION (KKR) METHOD;46
7.4;1.4 THE ORTHOGONALIZED PLANE WAVE (OPW) METHOD AND THE PSEUDOPOTENTIAL METHOD;58
7.5;1.5 THE k.p METHOD;72
8;Chapter 2. Band Structure of Important Semiconductors;88
8.1;2.1 SEMICONDUCTORS WITH DIAMOND STRUCTURE;89
8.2;2.2 SEMICONDUCTORS WITH ZINC BLENDE STRUCTURE;121
8.3;2.3 GAPLESS SEMICONDUCTORS;158
8.4;2.4 LEAD CHALCOGENIDES;182
8.5;2.5 TELLURIUM AND SELENIUM;195
9;Chapter 3. Electron in a Perturbed Periodic Field;212
9.1;3.1 EFFECTIVE MASS APPROXIMATION;212
9.2;3.2 QUASI-CLASSICAL DYNAMICS;236
9.3;3.3 DYNAMICS OF AN ELECTRON WITH AN ARBITRARY DISPERSION RELATION;245
9.4;3.4 DYNAMIC PROPERTIES OF ELECTRONS AND HOLES;252
10;Chapter 4. Effective Masses for Actual Band Structures;271
10.1;4.1 PARABOLIC ANISOTROPIC BAND (ELLIPSOIDAL CONSTANT ENERGY SURFACES);271
10.2;4.2 PARABOLIC ANIS0TR0PIC BAND (WARPED CONSTANT ENERGY SURFACES);280
10.3;4.3 NON-PARABOLIC ISOTROPIC BAND;291
10.4;4.4 BAND PARAMETERS FOR ZINC BLENDE STRUCTURE CONSIDERING PERTURBATION DUE TO REMOTE BANDS;305
11;Chapter 5. Experimental Methods of Investigating Band Structure;314
11.1;5.1 CYCLOTRON RESONANCE;315
11.2;5.2 TRANSPORT PHENOMENA;322
11.3;5.3 OSCILLATORY PHENOMENA;329
11.4;5.4 OPTICAL PHENOMENA;355
11.5;5.5 MAGNETO-OPTICAL PHENOMENA;367
12;References;386
13;Index;412
