Quantum magnetism:
Gespeichert in:
| Format: | Buch |
|---|---|
| Sprache: | English |
| Veröffentlicht: |
Dordrecht [u.a.]
Springer Netherland
2008
|
| Schriftenreihe: | NATO science for peace and security series : B, Physics and biophysics
|
| Schlagworte: | |
| Online-Zugang: | Inhaltsverzeichnis |
| Beschreibung: | XIII, 249 S. graph. Darst. |
| ISBN: | 9781402085116 |
Internformat
MARC
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| 245 | 1 | 0 | |a Quantum magnetism |c ed. by Bernard Barbara ... |
| 264 | 1 | |a Dordrecht [u.a.] |b Springer Netherland |c 2008 | |
| 300 | |a XIII, 249 S. |b graph. Darst. | ||
| 336 | |b txt |2 rdacontent | ||
| 337 | |b n |2 rdamedia | ||
| 338 | |b nc |2 rdacarrier | ||
| 490 | 0 | |a NATO science for peace and security series : B, Physics and biophysics | |
| 650 | 7 | |a Magnétisme - Congrès |2 ram | |
| 650 | 7 | |a Structure magnétique - Congrès |2 ram | |
| 650 | 7 | |a Théorie quantique - Congrès |2 ram | |
| 650 | 4 | |a Quantentheorie | |
| 650 | 4 | |a Magnetism | |
| 650 | 4 | |a Quantum theory | |
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Datensatz im Suchindex
| _version_ | 1804138031380168704 |
|---|---|
| adam_text | Contents
A Gentle Introduction to the Functional Renormalization Group:
The Kondo Effect in Quantum Dots
................................ 1
Sabine Andergassen,
Tuman
Enss, Christoph Karrasch, and Volker
Meden
1
Introduction
.............................................. 1
2
The fRG Technique
.......................................
З
2.1
Green and Vertex Functions
......................... 3
2.2
Functional Flow Equations
...............,.......... 4
2.3
Flow Equation Hierarchy
.........,................. 6
3
Application to Quantum Dots
............................... 8
3.1
The Single-Impurity Anderson Model
................ 8
3.2
Flow Equation for the Self-Energy
................... 10
3.3
Flow Equation for the Fermion Interaction
............ 12
3.4
Effect of Magnetic Fields
.......................___ 13
3.5
Determining the Kondo Scale
....................... 13
4
Summary and Conclusion
.................................. 16
References
..................................................... 16
A Simple View on the Quantum Hall System
......................... 19
Emil J. Bergholtz
and Anders Karlhede
1
Introduction
.............................................. 19
2
ID Lattice Mode!
......................................... 21
3
The Thin Torus
........................................... 22
3.1
Gapped Fractions and Fractional Charge
.............. 23
3.2
The Non-Abelian Pfaffian State
...................... 24
3.3
The Half-Filled Landau Level
....................... 25
4
BulkPhysics
............................................. 28
4.1
Abelîan
States
.................................... 28
4.2
Non-Abelian States
................................ 31
4.3
TheGaplessStateatv=l/2
........................ 31
5
Conclusions
.............................................. 32
References
..................................................... 32
x
Contents
Halfvortices in Flat Nanomagnets
.................................. 35
Già-
Wei
Chern, David
Clarke,
Hyun Youk, and
Oleg Tchernyshyov
1
Introduction
.............................................. 35
2 Exchange Limit
of Flat
Nanomagnets........................ 38
3
Dipolar
Limit
of Flat
Nanomagnets.......................... 40
4 Halfvortices in Smectic Films............................... 45
5
Conclusion
............................................... 46
References.....................................................
48
Spin Structure and Dynamical Magnetic Response of Spin-Orbital
Polarons
in Lightly Doped Cobaltates
.............................. 49
M. Daghofer, P. Horsch, and G. Khaliullin
1
Spin-Orbital
Polarons
in
Na^CoO
........................... 50
2
Results and Discussion
..................................... 52
3
Conclusions
.............................................. 55
References
..................................................... 55
Quantum Corrections to the Ising Interactions in LiYi_xHoxF4
......... 57
A. Chin and P.R. Eastham
1
Introduction
.............................................. 57
2
Model
................................................... 58
3
Derivation of the Effective Hamiltonian
....................... 59
4
Effective Hamiltonian
..................................... 61
4.1
Dipolar Processes
................................. 61
4.2
Hyperfine Processes
............................... 62
4.3
Mixed Hyperfine-Dipolar Processes
.................. 62
5
Discussion
............................................... 63
6
Conclusions
.............................................. 64
Appendix
...................................................... 65
References
..................................................... 66
Spin-Orbital-Lattice Physics in Ca-Based Ruthenates
................. 67
Mario
Cuoco, Filomena
Forte, and Canio
Noce
1
Introduction
.............................................. 67
2
Hamiltonian
.............................................. 70
3
Coulomb Interaction Versus
с
-axis Octahedral Distortions
....... 72
3.1
Fully Degenerate Case
............................. 72
3.2
Evolution from Flatten to Elongated Octahedra
......... 74
4
Interplay Between Spin-Orbit Coupling and Octahedral
Compressive
Distortions
................................... 77
5
Thermal Evolution of Correlation Functions
................... 80
6
Relevance for Ruthenate Oxides Physics and Conclusions
....... 81
References
..................................................... 83
Contents xi
Local
Moment
Approach to Multi-Orbital Anderson
and Hubbard Models
............................................ 85
Anna Kauch and
Krzysztof Byczuk
1
Introduction
.............................................. 85
2
Local Moment Method in One Orbital SIAM
.................. 86
2.1
Mean Field Solution of the Single Impurity Anderson
Model
........................................... 87
2.2
Two Self-Energy Description
........................ 88
2.3
Symmetry Restoration
Ansatz....................... 88
2.4
Determining the Value of Local Moment
.............. 89
2.5
Ground State Energy in the Anderson Impurity Model
... 89
2.6
LMA as a Conserving Approximation
................ 89
3
Local Moment Approach for the Multi-Orbital SIAM
........... 90
3.1
LMA Generalization
............................... 91
3.2
Symmetry Restoration and Determining
the Local Moment Values
........................... 91
4
Application to Multilevel Quantum Dots
...................... 92
4.1
V-LMA in Quantum Dots
........................... 92
5
Application to the Multi-Orbital Hubbard Model
............... 93
5.1
V-LMA Method in DMFT
.......................... 93
Summary
...................................................... 94
References
..................................................... 94
High Field Level Crossing Studies on Spin Dimers in the Low
Dimensional Quantum Spin System Na2T2(C2O4b(H2O)2
withT = Ni,Co,Fe,Mn
.......................................... 97
C. Mennerich, H.-H. Klauss, A.U.B.
Wolter,
S.
Süllow, FJL
Litterst,
С
Golze, R. Klingeler, V. Kataev, B.
Büchner,
M.
Goiran,
H.
Rakoto,
J.-M.
Broto, O.
Kataeva, and
DJ.
Price
1
Introduction
.............................................. 98
2
Synthesis and Crystal Structure
.............................. 98
3
Theoretical Model
......................................... 99
4
Na2NÍ2(C2O4)3(H2O)2
.....................................102
4.1
Magnetic Susceptibility
............................103
4.2
High Field Magnetization
...........................105
4.3
Specific Heat
.....................................108
5
Na2Mn2(C2O4)3(H2O)2
....................................110
5.1
Magnetic Susceptibility
............................110
5.2
High Field Magnetization
...........................113
6
Na2Co2(C2O4)3(H2O)2
............................-.......113
6.1
Magnetic Susceptibility
............................113
6.2
High Field Magnetization
...........................115
7
Na2Fe2{C2O4)3(H2O)2
.....................................117
7.1
Magnetic Susceptibility
............................117
7.2
High Field Magnetization
...........................119
xii
Contents
8
Magnetic Exchange Pathways
...............................120
9
Conclusion
...............................................122
References
.....................................................122
Quantum Nanomagnets and Nuclear Spins: An Overview
............. 125
Andrea
Morello
1
Introduction
..............................................125
2
Theoretical Framework
....................................128
3
Experimental Results
......................................132
4
Open Questions and Future Directions
........................135
References
.....................................................137
Quantum Dimer Models and Exotic Orders
......................... 139
K.S. Raman, E. Fradkin, R. Moessner, S. Papanikolaou, and S.L. Sondhi
1
Introduction
..............................................139
2
Basic Models
.............................................140
3
Modulated States and the Devil s Staircase
....................142
4
SU(2)-Invariant Realizations
................................146
5
Conclusion
...............................................149
References
.....................................................149
Imaging Transverse Electron Focusing in Semiconducting
Heterostructures with Spin-Orbit Coupling
.........................151
Andrés
A. Reynoso,
Gonzalo
Usaj,
and
CA. Balseiro
1
Introduction
..............................................151
2
Transverse Electron Focusing in Presence of Strong
Spin-Orbit Coupling
.......................................152
3
Imaging Techniques in Transverse Focusing
with Spin-Orbit Coupling
..................................157
4
Summary and Conclusions
.................................161
References
.....................................................162
Spectroscopic Analysis of Finite Size Effects Around a Kondo
Quantum Dot
...................................................163
Pascal Simon and Denis
Feinberg
1
Introduction
..............................................163
2
Model Hamiltonian and Kondo Temperature
...................165
3
Spectroscopy of a Kondo Quantum Dot Coupled
to an Open Box
...........................................168
4
Analysis of Transport Properties
.............................170
5
Finite Box Coulomb Energy
................................171
6
Conclusions
..............................................173
References
.....................................................173
Contents xiii
Effective
Magnus Force
on a
Magnetic
Vortex
....................... 175
L.R. Thompson
and P.C.E. Stamp
1
Introduction..............................................
175
2
System
and Excitations
....................................178
3
Methodology.............................................
183
4
Many Vortex Systems
......................................189
5
Results and Conclusions
...................................191
References
.....................................................192
Anisotropie
Exchange in Spin Chains
............................... 193
Dmitry Zakharov, Hans-
Albrecht Krug von
Nidda, Mikhail Eremin,
Joachim Deisenhofer, Rushana Eremina, and Alois Loidl
1
Introduction
..............................................194
2
Microscopic Theory of Exchange Interaction
..................195
2.1
Exchange Mechanisms
.............................195
2.2 Isotropie
Exchange Interaction
......................198
2.3 Anisotropie
Exchange Interaction
....................205
3
Electron Spin Resonance in Strongly Exchange
Coupled Spin Systems
.....................................211
3.1
Principle of Magnetic Resonance
....................211
3.2
Magnetic Resonance of Interacting Spins
..............212
3.3
One-Dimensional Magnets
..........................214
4 Anisotropie
Exchange in Low-Dimensional Systems
............215
4.1
Universal Relaxation Behavior
......................215
4.2
Analysis of the Exchange Paths
......................220
4.3
Influence of the Phase Transition
.....................227
5
Conclusions and Perspectives
...............................229
Appendix
......................................................230
References
.....................................................235
A Review of
Bőse-Einstein
Condensation in Certain Quantum Magnets
Containing Cu and
Ni
............................................239
Vivien S.
Zapf
1
Introduction
..............................................239
2
Boson Mapping
...........................................241
3
Experimental Investigation into Bose-Einstein Condensation
.....245
4
Frustration and Dimensional Reduction
.......................246
References
.....................................................248
|
| adam_txt |
Contents
A Gentle Introduction to the Functional Renormalization Group:
The Kondo Effect in Quantum Dots
. 1
Sabine Andergassen,
Tuman
Enss, Christoph Karrasch, and Volker
Meden
1
Introduction
. 1
2
The fRG Technique
.
З
2.1
Green and Vertex Functions
. 3
2.2
Functional Flow Equations
.,. 4
2.3
Flow Equation Hierarchy
.,. 6
3
Application to Quantum Dots
. 8
3.1
The Single-Impurity Anderson Model
. 8
3.2
Flow Equation for the Self-Energy
. 10
3.3
Flow Equation for the Fermion Interaction
. 12
3.4
Effect of Magnetic Fields
._ 13
3.5
Determining the Kondo Scale
. 13
4
Summary and Conclusion
. 16
References
. 16
A Simple View on the Quantum Hall System
. 19
Emil J. Bergholtz
and Anders Karlhede
1
Introduction
. 19
2
ID Lattice Mode!
. 21
3
The Thin Torus
. 22
3.1
Gapped Fractions and Fractional Charge
. 23
3.2
The Non-Abelian Pfaffian State
. 24
3.3
The Half-Filled Landau Level
. 25
4
BulkPhysics
. 28
4.1
Abelîan
States
. 28
4.2
Non-Abelian States
. 31
4.3
TheGaplessStateatv=l/2
. 31
5
Conclusions
. 32
References
. 32
x
Contents
Halfvortices in Flat Nanomagnets
. 35
Già-
Wei
Chern, David
Clarke,
Hyun Youk, and
Oleg Tchernyshyov
1
Introduction
. 35
2 Exchange Limit
of Flat
Nanomagnets. 38
3
Dipolar
Limit
of Flat
Nanomagnets. 40
4 Halfvortices in Smectic Films. 45
5
Conclusion
. 46
References.
48
Spin Structure and Dynamical Magnetic Response of Spin-Orbital
Polarons
in Lightly Doped Cobaltates
. 49
M. Daghofer, P. Horsch, and G. Khaliullin
1
Spin-Orbital
Polarons
in
Na^CoO
. 50
2
Results and Discussion
. 52
3
Conclusions
. 55
References
. 55
Quantum Corrections to the Ising Interactions in LiYi_xHoxF4
. 57
A. Chin and P.R. Eastham
1
Introduction
. 57
2
Model
. 58
3
Derivation of the Effective Hamiltonian
. 59
4
Effective Hamiltonian
. 61
4.1
Dipolar Processes
. 61
4.2
Hyperfine Processes
. 62
4.3
Mixed Hyperfine-Dipolar Processes
. 62
5
Discussion
. 63
6
Conclusions
. 64
Appendix
. 65
References
. 66
Spin-Orbital-Lattice Physics in Ca-Based Ruthenates
. 67
Mario
Cuoco, Filomena
Forte, and Canio
Noce
1
Introduction
. 67
2
Hamiltonian
. 70
3
Coulomb Interaction Versus
с
-axis Octahedral Distortions
. 72
3.1
Fully Degenerate Case
. 72
3.2
Evolution from Flatten to Elongated Octahedra
. 74
4
Interplay Between Spin-Orbit Coupling and Octahedral
Compressive
Distortions
. 77
5
Thermal Evolution of Correlation Functions
. 80
6
Relevance for Ruthenate Oxides Physics and Conclusions
. 81
References
. 83
Contents xi
Local
Moment
Approach to Multi-Orbital Anderson
and Hubbard Models
. 85
Anna Kauch and
Krzysztof Byczuk
1
Introduction
. 85
2
Local Moment Method in One Orbital SIAM
. 86
2.1
Mean Field Solution of the Single Impurity Anderson
Model
. 87
2.2
Two Self-Energy Description
. 88
2.3
Symmetry Restoration
Ansatz. 88
2.4
Determining the Value of Local Moment
. 89
2.5
Ground State Energy in the Anderson Impurity Model
. 89
2.6
LMA as a Conserving Approximation
. 89
3
Local Moment Approach for the Multi-Orbital SIAM
. 90
3.1
LMA Generalization
. 91
3.2
Symmetry Restoration and Determining
the Local Moment Values
. 91
4
Application to Multilevel Quantum Dots
. 92
4.1
V-LMA in Quantum Dots
. 92
5
Application to the Multi-Orbital Hubbard Model
. 93
5.1
V-LMA Method in DMFT
. 93
Summary
. 94
References
. 94
High Field Level Crossing Studies on Spin Dimers in the Low
Dimensional Quantum Spin System Na2T2(C2O4b(H2O)2
withT = Ni,Co,Fe,Mn
. 97
C. Mennerich, H.-H. Klauss, A.U.B.
Wolter,
S.
Süllow, FJL
Litterst,
С
Golze, R. Klingeler, V. Kataev, B.
Büchner,
M.
Goiran,
H.
Rakoto,
J.-M.
Broto, O.
Kataeva, and
DJ.
Price
1
Introduction
. 98
2
Synthesis and Crystal Structure
. 98
3
Theoretical Model
. 99
4
Na2NÍ2(C2O4)3(H2O)2
.102
4.1
Magnetic Susceptibility
.103
4.2
High Field Magnetization
.105
4.3
Specific Heat
.108
5
Na2Mn2(C2O4)3(H2O)2
.110
5.1
Magnetic Susceptibility
.110
5.2
High Field Magnetization
.113
6
Na2Co2(C2O4)3(H2O)2
.-.113
6.1
Magnetic Susceptibility
.113
6.2
High Field Magnetization
.115
7
Na2Fe2{C2O4)3(H2O)2
.117
7.1
Magnetic Susceptibility
.117
7.2
High Field Magnetization
.119
xii
Contents
8
Magnetic Exchange Pathways
.120
9
Conclusion
.122
References
.122
Quantum Nanomagnets and Nuclear Spins: An Overview
. 125
Andrea
Morello
1
Introduction
.125
2
Theoretical Framework
.128
3
Experimental Results
.132
4
Open Questions and Future Directions
.135
References
.137
Quantum Dimer Models and Exotic Orders
. 139
K.S. Raman, E. Fradkin, R. Moessner, S. Papanikolaou, and S.L. Sondhi
1
Introduction
.139
2
Basic Models
.140
3
Modulated States and the Devil's Staircase
.142
4
SU(2)-Invariant Realizations
.146
5
Conclusion
.149
References
.149
Imaging Transverse Electron Focusing in Semiconducting
Heterostructures with Spin-Orbit Coupling
.151
Andrés
A. Reynoso,
Gonzalo
Usaj,
and
CA. Balseiro
1
Introduction
.151
2
Transverse Electron Focusing in Presence of Strong
Spin-Orbit Coupling
.152
3
Imaging Techniques in Transverse Focusing
with Spin-Orbit Coupling
.157
4
Summary and Conclusions
.161
References
.162
Spectroscopic Analysis of Finite Size Effects Around a Kondo
Quantum Dot
.163
Pascal Simon and Denis
Feinberg
1
Introduction
.163
2
Model Hamiltonian and Kondo Temperature
.165
3
Spectroscopy of a Kondo Quantum Dot Coupled
to an Open Box
.168
4
Analysis of Transport Properties
.170
5
Finite Box Coulomb Energy
.171
6
Conclusions
.173
References
.173
Contents xiii
Effective
Magnus Force
on a
Magnetic
Vortex
. 175
L.R. Thompson
and P.C.E. Stamp
1
Introduction.
175
2
System
and Excitations
.178
3
Methodology.
183
4
Many Vortex Systems
.189
5
Results and Conclusions
.191
References
.192
Anisotropie
Exchange in Spin Chains
. 193
Dmitry Zakharov, Hans-
Albrecht Krug von
Nidda, Mikhail Eremin,
Joachim Deisenhofer, Rushana Eremina, and Alois Loidl
1
Introduction
.194
2
Microscopic Theory of Exchange Interaction
.195
2.1
Exchange Mechanisms
.195
2.2 Isotropie
Exchange Interaction
.198
2.3 Anisotropie
Exchange Interaction
.205
3
Electron Spin Resonance in Strongly Exchange
Coupled Spin Systems
.211
3.1
Principle of Magnetic Resonance
.211
3.2
Magnetic Resonance of Interacting Spins
.212
3.3
One-Dimensional Magnets
.214
4 Anisotropie
Exchange in Low-Dimensional Systems
.215
4.1
Universal Relaxation Behavior
.215
4.2
Analysis of the Exchange Paths
.220
4.3
Influence of the Phase Transition
.227
5
Conclusions and Perspectives
.229
Appendix
.230
References
.235
A Review of
Bőse-Einstein
Condensation in Certain Quantum Magnets
Containing Cu and
Ni
.239
Vivien S.
Zapf
1
Introduction
.239
2
Boson Mapping
.241
3
Experimental Investigation into Bose-Einstein Condensation
.245
4
Frustration and Dimensional Reduction
.246
References
.248 |
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| discipline_str_mv | Physik |
| format | Book |
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| id | DE-604.BV035079731 |
| illustrated | Illustrated |
| index_date | 2024-07-02T22:06:40Z |
| indexdate | 2024-07-09T21:21:43Z |
| institution | BVB |
| isbn | 9781402085116 |
| language | English |
| oai_aleph_id | oai:aleph.bib-bvb.de:BVB01-016747990 |
| oclc_num | 225438004 |
| open_access_boolean | |
| owner | DE-355 DE-BY-UBR DE-703 DE-19 DE-BY-UBM |
| owner_facet | DE-355 DE-BY-UBR DE-703 DE-19 DE-BY-UBM |
| physical | XIII, 249 S. graph. Darst. |
| publishDate | 2008 |
| publishDateSearch | 2008 |
| publishDateSort | 2008 |
| publisher | Springer Netherland |
| record_format | marc |
| series2 | NATO science for peace and security series : B, Physics and biophysics |
| spelling | Quantum magnetism ed. by Bernard Barbara ... Dordrecht [u.a.] Springer Netherland 2008 XIII, 249 S. graph. Darst. txt rdacontent n rdamedia nc rdacarrier NATO science for peace and security series : B, Physics and biophysics Magnétisme - Congrès ram Structure magnétique - Congrès ram Théorie quantique - Congrès ram Quantentheorie Magnetism Quantum theory Quantentheorie (DE-588)4047992-4 gnd rswk-swf Magnetismus (DE-588)4037021-5 gnd rswk-swf Magnetismus (DE-588)4037021-5 s Quantentheorie (DE-588)4047992-4 s DE-604 Barbara, Bernard Sonstige oth Erscheint auch als Online-Ausgabe 978-1-402-08512-3 Digitalisierung UB Regensburg application/pdf http://bvbr.bib-bvb.de:8991/F?func=service&doc_library=BVB01&local_base=BVB01&doc_number=016747990&sequence=000002&line_number=0001&func_code=DB_RECORDS&service_type=MEDIA Inhaltsverzeichnis |
| spellingShingle | Quantum magnetism Magnétisme - Congrès ram Structure magnétique - Congrès ram Théorie quantique - Congrès ram Quantentheorie Magnetism Quantum theory Quantentheorie (DE-588)4047992-4 gnd Magnetismus (DE-588)4037021-5 gnd |
| subject_GND | (DE-588)4047992-4 (DE-588)4037021-5 |
| title | Quantum magnetism |
| title_auth | Quantum magnetism |
| title_exact_search | Quantum magnetism |
| title_exact_search_txtP | Quantum magnetism |
| title_full | Quantum magnetism ed. by Bernard Barbara ... |
| title_fullStr | Quantum magnetism ed. by Bernard Barbara ... |
| title_full_unstemmed | Quantum magnetism ed. by Bernard Barbara ... |
| title_short | Quantum magnetism |
| title_sort | quantum magnetism |
| topic | Magnétisme - Congrès ram Structure magnétique - Congrès ram Théorie quantique - Congrès ram Quantentheorie Magnetism Quantum theory Quantentheorie (DE-588)4047992-4 gnd Magnetismus (DE-588)4037021-5 gnd |
| topic_facet | Magnétisme - Congrès Structure magnétique - Congrès Théorie quantique - Congrès Quantentheorie Magnetism Quantum theory Magnetismus |
| url | http://bvbr.bib-bvb.de:8991/F?func=service&doc_library=BVB01&local_base=BVB01&doc_number=016747990&sequence=000002&line_number=0001&func_code=DB_RECORDS&service_type=MEDIA |
| work_keys_str_mv | AT barbarabernard quantummagnetism |