Tunneling systems in amorphous and crystalline solids:
Gespeichert in:
| Format: | Buch |
|---|---|
| Sprache: | German |
| Veröffentlicht: |
Berlin [u.a.]
Springer
1998
|
| Schlagworte: | |
| Online-Zugang: | Inhaltsverzeichnis |
| Beschreibung: | XXIII, 600 S. graph. Darst. |
| ISBN: | 3540639608 |
Internformat
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| 245 | 1 | 0 | |a Tunneling systems in amorphous and crystalline solids |c Pablo Esquinazi (ed.) |
| 264 | 1 | |a Berlin [u.a.] |b Springer |c 1998 | |
| 300 | |a XXIII, 600 S. |b graph. Darst. | ||
| 336 | |b txt |2 rdacontent | ||
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| 650 | 4 | |a Amorphous substances | |
| 650 | 4 | |a Polycrystals | |
| 650 | 4 | |a Solid state physics | |
| 650 | 4 | |a Tunneling (Physics) | |
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Datensatz im Suchindex
| _version_ | 1804126462782996480 |
|---|---|
| adam_text | PABLO ESQUINAZI (ED.) TUNNELING SYSTEMS IN AMORPHOUS AND CRYSTALLINE
SOLIDS WITH 197 FIGURES SPRINGER TABLE OF CONTENTS 1. INTRODUCTION (P.
ESQUINAZI) 1 1.1 TUNNELING SYSTEMS 1 1.2 CONTENT AND ORGANIZATION OF THE
BOOK 3 2. HEAT RELEASE IN SOLIDS (A. NITTKE, S. SAHLING, AND P.
ESQUINAZI) 9 2.1 A SIMPLE SYSTEM WITH TWO LEVELS OF ENERGY 9 2.2
PHENOMENOLOGICAL THEORY FOR THE HEAT RELEASE 12 2.2.1 GENERALITIES 12
2.2.2 THE STANDARD TUNNELING MODEL 14 2.2.3 THE TIME AND TEMPERATURE
DEPENDENCE OF THE SPECIFIC HEAT 18 2.2.4 INFLUENCE OF A FINITE NUMBER OF
TUNNELING SYSTEMS .. 23 2.2.5 INFLUENCE OF HIGH-ORDER TUNNELING
PROCESSES AND A FINITE COOLING RATE 24 2.3 THE HEAT RELEASE WITHIN THE
SOFT-POTENTIAL MODEL 27 2.3.1 THE HEAT RELEASE AND SPECIFIC HEAT 30
2.3.2 INFLUENCE OF THERMAL ACTIVATION 31 2.4 EXPERIMENTAL DETAILS 35
2.4.1 QUASI-STATIC MEASUREMENTS 35 2.4.2 CALORIMETRIC MEASUREMENTS 37
2.5 EXPERIMENTAL RESULTS 38 2.5.1 THE TIME DEPENDENCE OF THE HEAT
RELEASE 38 2.5.2 THE TEMPERATURE DEPENDENCE OF THE HEAT RELEASE .... 44
2.5.3 INFLUENCE OF THERMAL ACTIVATION 45 2.5.4 CORRELATION BETWEEN THE
HEAT RELEASE AND OTHER LOW-TEMPERATURE PROPERTIES 54 2.6 CONCLUSION AND
OUTLOOK 55 3. CROSSOVER TO PHONON-ASSISTED TUNNELING IN INSULATORS AND
METALS (A. WIIRGER) 57 3.1 INTRODUCTION 57 VIII TABLE OF CONTENTS 3.2
THE SPIN-BOSON MODEL 60 3.3 POLARON TRANSFORMATION AND PHONON DRESSING
66 3.3.1 BREAK-DOWN OF PERTURBATION THEORY 67 3.3.2 CANONICAL
TRANSFORMATION 68 3.3.3 PHONON DRESSING 69 3.3.4 TIME EVOLUTION 71 3.4
CROSSOVER TO INCOHERENT TUNNELING 71 3.4.1 NONINTERACTING BLIP
APPROXIMATION 72 3.4.2 NEAREST-NEIGHBOR BLIP INTERACTIONS 74 3.4.3 TIME
EVOLUTION IN NIBA 77 3.4.4 TWO-STATE DYNAMICS BEYOND NIBA 83 3.4.5 THE
UNDRESSING EFFECT 86 3.4.6 DISCUSSION 87 3.5 PHONON-ASSISTED TUNNELING
IN METALS 91 3.5.1 BLIP EXPANSION FOR ZERO ASYMMETRY 91 3.5.2 COHERENT
MOTION 93 3.5.3 THE INCOHERENT RATE 94 3.5.4 QUANTUM DIFFUSION OF
TRAPPED HYDROGEN IN NIOBIUM . 98 3.5.5 RATE EQUATIONS FOR LARGE
ASYMMETRY ENERGY 100 3.5.6 RESISTANCE FLUCTUATIONS OF MESOSCOPIC WIRES
103 3.5.7 DISCUSSION 105 3.6 PHONON DRESSING IN REAL SYSTEMS 108 3.7
ASYMMETRIC TUNNELING SYSTEMS 110 3.7.1 PROJECTION METHOD ILL 3.7.2
APPROXIMATIONS 112 3.7.3 THE DAMPING KERNEL 114 3.7.4 CROSSOVER TO
RELAXATION 117 3.7.5 LOW TEMPERATURES: T T* 117 3.7.6 HIGH
TEMPERATURES: T » T* 118 3.7.7 HOW LARGE IS THE MAXIMUM TUNNEL ENERGY IN
GLASSES? 119 3.7.8 SOUND PROPAGATION IN AMORPHOUS SOLIDS ABOVE 5 K ..
122 3.8 TWO-STATE DYNAMICS FOR WEAK PHONON COUPLING 125 3.8.1
PERTURBATION SERIES 126 3.8.2 PHASE RELAXATION: W{Z) 129 3.8.3 ENERGY
RELAXATION: V(Z) 131 3.8.4 DISCUSSION 132 3.8.5 MODE-COUPLING
APPROXIMATION (MCA) 133 3.8.6 COMPARISON OF PERTURBATION THEORY AND MCA
136 3.9 SUMMARY 139 4. INFLUENCE OF TUNNELING SYSTEMS ON THE ACOUSTIC
PROPERTIES OF DISORDERED SOLIDS (P. ESQUINAZI AND R. KONIG) 145 4.1
ACOUSTIC PROPERTIES AND TUNNELING SYSTEMS 145 4.2 THEORETICAL REMARKS
147 4.2.1 RESONANT AND RELAXATION PROCESSES 147 TABLE OF CONTENTS IX
4.2.2 THE STANDARD TUNNELING MODEL. RELAXATION DUE TO PHONONS 150 4.2.3
RELAXATION DUE TO CONDUCTION ELECTRONS 154 4.2.4 INFLUENCE OF THE
ACOUSTIC INTENSITY 161 4.2.5 COHERENT COUPLING BELOW 100 MK 165 4.2.6
ACOUSTIC PROPERTIES ABOVE 1 K: THERMAL ACTIVATION AND INCOHERENT
TUNNELING 166 4.3 EXPERIMENTAL DETAILS 168 4.3.1 EXPERIMENTAL METHODS
FOR LOW AND HIGH FREQUENCIES 168 4.3.2 THE VIBRATING REED AND VIBRATING
WIRE TECHNIQUES .. 170 4.3.3 THE INFLUENCE OF THE CLAMPING 174 4.3.4
ACOUSTIC EXPERIMENTS AT VERY LOW TEMPERATURES: CRYOGENICS AND SAMPLE
THERMALIZATION 176 4.4 ACOUSTIC PROPERTIES OF AMORPHOUS SOLIDS 178 4.4.1
DIELECTRICS 178 4.4.2 NORMAL-CONDUCTING AMORPHOUS METALS 185 4.4.3
SUPERCONDUCTORS 191 4.4.4 INFLUENCE OF THERMAL TREATMENT ON THE ACOUSTIC
PROPERTIES OF AMORPHOUS METALS .... 194 4.4.5 AMORPHOUS THIN FILMS 197
4.5 ACOUSTIC PROPERTIES OF POLYCRYSTALLINE METALS 199 4.5.1 GENERAL
REMARKS 199 4.5.2 POLYCRYSTALLINE SUPERCONDUCTORS 200 4.5.3 NORMAL
METALS. THE ABSENCE OF ELECTRON-ASSISTED RELAXATION IN POLYCRYSTALS 207
4.5.4 THE INFLUENCE OF THERMAL TREATMENT 215 4.5.5 ACOUSTIC PROPERTIES
OF POLYCRYSTALS AT T IK 217 4.6 ON THE ORIGIN OF TUNNELING SYSTEMS IN
DISORDERED SOLIDS: CONCLUSION AND PERSPECTIVE 219 5. INTERACTIONS
BETWEEN TUNNELING DEFECTS IN AMORPHOUS SOLIDS (A. L. BURIN, D. NATELSON,
D. D. OSHEROFF, AND YU. KAGAN) 223 5.0.1 DIELECTRIC AND ACOUSTIC
PROPERTIES 223 5.0.2 INTERACTION EFFECTS: SPECTRAL DIFFUSION AND
DEPHASING . 225 5.1 INTERACTIONS AND EQUILIBRIUM PROPERTIES 227 5.1.1
STANDARD TUNNELING MODEL PREDICTIONS 228 5.1.2 INTERACTIONS BETWEEN
TUNNELING SYSTEMS: SPECTRAL DIFFUSION 234 5.1.3 THEORETICAL APPROACHES
TO THE RELAXATION OF TUNNELING SYSTEMS 241 5.1.4 MANY-BODY EFFECTS AND
COLLECTIVE EXCITATIONS 242 5.1.5 INTERACTION-STIMULATED RELAXATION OF
TUNNELING SYSTEMS 250 X TABLE OF CONTENTS 5.1.6 EQUILIBRIUM ACOUSTIC AND
DIELECTRIC MEASUREMENT TECHNIQUES 255 5.1.7 EQUILIBRIUM ACOUSTIC AND
DIELECTRIC LOSS DATA 258 5.1.8 EQUILIBRIUM DIELECTRIC SATURATION AT VERY
LOW TEMPERATURES 261 5.2 NONEQUILIBRIUM EFFECTS: LONG-TIME RELAXATIONS
AND THE DIPOLE GAP 263 5.2.1 NONEQUILIBRIUM EXPERIMENTAL TECHNIQUES 263
5.2.2 EXPERIMENTAL RESULTS 267 5.2.3 NONEQUILIBRIUM BEHAVIOR: GENERAL
REMARKS 277 5.2.4 NONEQUILIBRIUM BEHAVIOR WITHOUT INTERACTIONS BETWEEN
TUNNELING SYSTEMS .... 278 5.2.5 WEAK INTERACTIONS: THE DIPOLE GAP 279
5.2.6 DISCUSSION OF THE EXPERIMENTS 288 5.2.7 ANOMALOUS HYSTERETIC
BEHAVIOR F AND ULTRALOW TEMPERATURES 292 5.3 ON THE UNIVERSALITY OF THE
LOW-TEMPERATURE PROPERTIES 295 5.3.1 BASIC FACTS 296 5.3.2 SIGNIFICANCE
OF 1/.R 3 INTERACTIONS 297 5.3.3 THE RENORMALIZATION GROUP MODEL 299
5.3.4 A KEY IDENTITY 301 5.3.5 GENERAL MODEL .... 304 5.3.6 TUNNELING
MOTION 309 5.3.7 DISCUSSION OF THE RESULTS 311 5.4 CONCLUSION AND
REMARKS 315 6. INVESTIGATION OF TUNNELING DYNAMICS BY OPTICAL
HOLE-BURNING SPECTROSCOPY (H. MAIER, B. M. KHARLAMOV, AND D. HAARER) 317
6.1 INTRODUCTION 317 6.2 OPTICAL SPECTRA OF IMPURITIES IN SOLIDS 318
6.2.1 CRYSTALS 318 6.2.2 AMORPHOUS SOLIDS 322 6.3 BASIC METHODS OF
HOLE-BURNING SPECTROSCOPY 327 6.3.1 INTRODUCTION 327 6.3.2 EXPERIMENTAL
TECHNIQUES 328 6.3.3 TECHNICAL LIMITATIONS 333 6.4 HIGH-BARRIER VERSUS
LOW-BARRIER TUNNELING 338 6.4.1 PHOTOCHEMICAL HOLE BURNING 338 6.4.2
NONPHOTOCHEMICAL HOLE BURNING 344 6.4.3 HOLE BURNING IN A MODEL SYSTEM:
BENZOIC ACID 347 6.4.4 CONCLUSION 351 6.5 SPECTRAL DIFFUSION:
LOW-BARRIER TUNNELING 352 6.5.1 SPECTRAL DIFFUSION 352 6.5.2 THEORETICAL
DESCRIPTION OF SPECTRAL DIFFUSION 355 TABLE OF CONTENTS XI 6.5.3
EQUILIBRIUM GLASS DYNAMICS .. 358 6.5.4 LONG-TIME EQUILIBRIUM DYNAMICS:
NONCLASSICAL DISTRIBUTION OF TUNNELING STATES 360 6.5.5 NONEQUILIBRIUM
GLASS DYNAMICS 370 6.6 CONCLUSION 386 7. TUNNELING OF H AND D IN METALS
AND SEMICONDUCTORS (G. CANNELLI, R. CANTELLI, F. CORDERO, AND F.
TREQUATTRINI) ... 389 7.1 INTRODUCTION 389 7.2 SOLID SOLUTIONS OF
HYDROGEN 390 7.2.1 THE BCC METALS V, NB AND TA 392 7.2.2 THE RARE EARTHS
SC, Y AND LU 393 7.2.3 TRAPPING OF HYDROGEN BY IMPURITIES 394 7.3
EXPERIMENTAL TECHNIQUES REVEALING THE TUNNELING OF HYDROGEN 395 7.3.1
SPECIFIC HEAT 395 7.3.2 ACOUSTIC MEASUREMENTS 396 7.3.3 NEUTRON
SPECTROSCOPY 406 7.3.4 NUCLEAR MAGNETIC RESONANCE 409 7.4 LONG-RANGE
DIFFUSION AND INCOHERENT HOPPING OF HYDROGEN IN BCC METALS 411 7.4.1
THEORIES OF QUANTUM DIFFUSION 411 7.4.2 THE GORSKY EFFECT: LONG-RANGE
DIFFUSION 413 7.4.3 HOPPING OF HYDROGEN NEAR INTERSTITIAL IMPURITIES 416
7.4.4 HOPPING OF HYDROGEN NEAR SUBSTITUTIONAL IMPURITIES .. 418 7.5
COHERENT TUNNELING AND FAST LOCAL MOTION OF HYDROGEN 418 7.5.1 HYDROGEN
TRAPPED BY INTERSTITIAL O,N AND C IN NB AND TA: A TWO-LEVEL SYSTEM 418
7.5.2 HYDROGEN TRAPPED BY SUBSTITUTIONAL TI AND ZR IN NB: TWO- AND
FOUR-LEVEL SYSTEMS 434 7.5.3 TUNNELING OF H IN HEP RARE EARTHS 449 7.5.4
MOTION AND DELOCALIZATION OF UNTRAPPED HYDROGEN IN NB, TA AND V 452 7.6
NONCLASSICAL MOTION OF HYDROGEN IN DOPED SEMICONDUCTORS 455 7.7
CONCLUSION 457 8. MICROSCOPIC VIEW OF THE LOW-TEMPERATURE ANOMALIES IN
GLASSES (A. HEUER) 459 8.1 INTRODUCTION 459 8.2 PHENOMENOLOGICAL
DESCRIPTION OF THE LOW-TEMPERATURE ANOMALIES 461 8.2.1 THE TUNNELING
MODEL 461 8.2.2 DETERMINATION OF TUNNELING PARAMETERS FROM EXPERIMENTS
463 XII TABLE OF CONTENTS 8.2.3 SOFT-POTENTIAL MODEL 464 8.3 DOUBLE-WELL
POTENTIALS IN COMPUTER SIMULATIONS 465 8.3.1 THE SCOPE OF COMPUTER
SIMULATIONS IN THE PRESENT CONTEXT : 465 8.3.2 SUMMARY OF EARLIER
SIMULATIONS 470 8.3.3 SYSTEMATIC SEARCH OF DOUBLE-WELL POTENTIALS FOR A
MODEL GLASS 471 8.3.4 APPLICATION OF DIFFERENT SEARCH STRATEGIES 481
8.3.5 TUNNELING SYSTEMS IN THE PRESENCE OF IMPURITIES 484 8.3.6 TOTAL
ENERGY LANDSCAPE OF A GLASS-FORMING SYSTEM .. 487 8.4 COUPLING BETWEEN
TUNNELING SYSTEMS AND HEAT BATH 493 8.4.1 MICROSCOPIC ORIGIN OF THE
DEFORMATION POTENTIAL AND THE VELOCITY OF SOUND 494 8.4.2 NUMERICAL
EVALUATION OF THE DEFORMATION POTENTIAL ... 497 8.4.3 RELATION BETWEEN
THE DEFORMATION POTENTIAL AND THE STRUCTURE OF DWP S 498 8.5 NATURE OF
TUNNELING SYSTEMS BEYOND COMPUTER SIMULATIONS . 503 8.5.1 ID MODEL GLASS
504 8.5.2 SPIN GLASS LIKE MODEL GLASS 505 8.5.3 SIMPLE MODELS OF SOFT
MODES 507 8.6 UNIVERSALITY OF THE LOW-TEMPERATURE PARAMETERS 508 8.6.1
CORRESPONDING STATES 508 8.6.2 UNIVERSAL RELATIONS FOR LJ GLASSES 509
8.6.3 APPLICATION FOR DIFFERENT TYPES OF GLASSES 512 8.6.4 QUANTITATIVE
UNIVERSALITY: WHAT DOES IT EXPRESS? .... 517 8.7 EXPERIMENTAL HINTS
ABOUT THE MICROSCOPIC NATURE OF THE SOFT MODES 519 8.7.1 RELATION TO
STRONG AND FRAGILE GLASSES 519 8.7.2 COOLING RATE DEPENDENCE OF TS S 520
8.7.3 THE MICROSCOPIC NATURE OF SOFT MODES IN SIO 2 521 8.7.4 THE
PROPERTIES OF DEFECTS 521 8.7.5 PRESSURE DEPENDENCE 522 8.7.6
LENGTH-SCALE DEPENDENCE 523 8.8 SUMMARY AND OUTLOOK 523 9. BEYOND THE
STANDARD TUNNELING MODEL: THE SOFT-POTENTIAL MODEL (M. A. RAMOS AND U.
BUCHENAU) 527 9.1 INTRODUCTION 527 9.2 TUNNELING STATES AND SOFT MODES
IN GLASSES 530 9.2.1 SPECIFIC HEAT 530 9.2.2 THERMAL CONDUCTIVITY 531
9.2.3 COHERENT NEUTRON SCATTERING 532 9.2.4 TEMPERATURE DEPENDENCE OF
RAMAN AND NEUTRON SCATTERING 535 TABLE OF CONTENTS XIII 9.2.5 COMPARISON
BETWEEN NEUTRON AND SPECIFIC-HEAT DATA. 537 9.2.6 MORE RECENT NEUTRON
DATA 538 9.3 THE SOFT-POTENTIAL MODEL AND ITS PARAMETERS 541 9.3.1 THE
ANHARMONIC QUARTIC POTENTIAL 541 9.3.2 ASSUMPTIONS 543 9.3.3 LEVEL
SPLITTINGS AND MATRIX ELEMENTS 544 9.3.4 THE DISTRIBUTION-LIMITING
THERMAL STRAIN ANSATZ .. 548 9.3.5 OTHER APPROACHES 550 9.4
PREDICTIONS OF THE SOFT-POTENTIAL MODEL 551 9.4.1 TUNNELING DENSITY OF
STATES IN DOUBLE-WELL POTENTIALS 551 9.4.2 VIBRATIONAL DENSITY OF STATES
552 9.4.3 SPECIFIC HEAT 555 9.4.4 THERMAL CONDUCTIVITY 559 9.4.5
ACOUSTIC ATTENUATION 564 9.5 CONCLUSION AND OUTLOOK 566 REFERENCES 571
INDEX 592
|
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| id | DE-604.BV011875356 |
| illustrated | Illustrated |
| indexdate | 2024-07-09T18:17:51Z |
| institution | BVB |
| isbn | 3540639608 |
| language | German |
| oai_aleph_id | oai:aleph.bib-bvb.de:BVB01-008023935 |
| oclc_num | 38738819 |
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| owner | DE-703 DE-384 DE-91G DE-BY-TUM DE-634 DE-83 DE-11 |
| owner_facet | DE-703 DE-384 DE-91G DE-BY-TUM DE-634 DE-83 DE-11 |
| physical | XXIII, 600 S. graph. Darst. |
| publishDate | 1998 |
| publishDateSearch | 1998 |
| publishDateSort | 1998 |
| publisher | Springer |
| record_format | marc |
| spelling | Tunneling systems in amorphous and crystalline solids Pablo Esquinazi (ed.) Berlin [u.a.] Springer 1998 XXIII, 600 S. graph. Darst. txt rdacontent n rdamedia nc rdacarrier Amorphous substances Polycrystals Solid state physics Tunneling (Physics) Festkörper (DE-588)4016918-2 gnd rswk-swf Tunneleffekt (DE-588)4136216-0 gnd rswk-swf Festkörper (DE-588)4016918-2 s Tunneleffekt (DE-588)4136216-0 s DE-604 Esquinazi, Pablo 1956- Sonstige (DE-588)118171577 oth HEBIS Datenaustausch Darmstadt application/pdf http://bvbr.bib-bvb.de:8991/F?func=service&doc_library=BVB01&local_base=BVB01&doc_number=008023935&sequence=000001&line_number=0001&func_code=DB_RECORDS&service_type=MEDIA Inhaltsverzeichnis |
| spellingShingle | Tunneling systems in amorphous and crystalline solids Amorphous substances Polycrystals Solid state physics Tunneling (Physics) Festkörper (DE-588)4016918-2 gnd Tunneleffekt (DE-588)4136216-0 gnd |
| subject_GND | (DE-588)4016918-2 (DE-588)4136216-0 |
| title | Tunneling systems in amorphous and crystalline solids |
| title_auth | Tunneling systems in amorphous and crystalline solids |
| title_exact_search | Tunneling systems in amorphous and crystalline solids |
| title_full | Tunneling systems in amorphous and crystalline solids Pablo Esquinazi (ed.) |
| title_fullStr | Tunneling systems in amorphous and crystalline solids Pablo Esquinazi (ed.) |
| title_full_unstemmed | Tunneling systems in amorphous and crystalline solids Pablo Esquinazi (ed.) |
| title_short | Tunneling systems in amorphous and crystalline solids |
| title_sort | tunneling systems in amorphous and crystalline solids |
| topic | Amorphous substances Polycrystals Solid state physics Tunneling (Physics) Festkörper (DE-588)4016918-2 gnd Tunneleffekt (DE-588)4136216-0 gnd |
| topic_facet | Amorphous substances Polycrystals Solid state physics Tunneling (Physics) Festkörper Tunneleffekt |
| url | http://bvbr.bib-bvb.de:8991/F?func=service&doc_library=BVB01&local_base=BVB01&doc_number=008023935&sequence=000001&line_number=0001&func_code=DB_RECORDS&service_type=MEDIA |
| work_keys_str_mv | AT esquinazipablo tunnelingsystemsinamorphousandcrystallinesolids |