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The physics of dilute magnetic alloys / / Jun Kondo ; translated by Shigeru Koikegami ... [et al.]
| The physics of dilute magnetic alloys / / Jun Kondo ; translated by Shigeru Koikegami ... [et al.] |
| Autore | Kondo Jun <1930-> |
| Edizione | [1st ed.] |
| Pubbl/distr/stampa | Cambridge ; ; New York, : Cambridge University Press, c2012 |
| Descrizione fisica | 1 online resource (xii, 261 pages) : digital, PDF file(s) |
| Disciplina | 538/.4 |
| Altri autori (Persone) | KoikegamiShigeru |
| Soggetto topico |
Dilute alloys
Magnetic alloys Kondo effect Free electron theory of metals |
| ISBN |
1-107-23196-5
1-139-51358-3 1-139-16217-9 1-283-61032-9 9786613922779 1-139-51801-1 1-139-51451-2 1-139-51894-1 1-139-51543-8 1-139-51708-2 |
| Formato | Materiale a stampa  |
| Livello bibliografico | Monografia |
| Lingua di pubblicazione | eng |
| Nota di contenuto |
Cover; The Physics of Dilute Magnetic Alloys; Title; Copyright; Contents; Preface; Translators' foreword; 1 Atoms; 1.1 Mean-field approximation and electronic configurations; 1.2 Multiplets; 1.3 Coulomb and exchange integrals; 1.4 Hartree's method; References and further reading; Note added by the translators:; 2 Molecules; 2.1 The H2+ molecule; 2.2 The H2 molecule; 2.3 The configuration interaction; 2.4 Second quantization; References and further reading; Note added by the translators:; 3 The Sommerfeld theory of metals; 3.1 Classification of solids; 3.1.1 Molecular crystals
3.1.2 Ionic crystals3.1.3 Covalent-bond crystals; 3.1.4 Metals; 3.2 The Sommerfeld theory; References and further reading; Note added by the translators:; 4 Band theory; 4.1 The periodic structure of crystals; 4.2 Bloch's theorem; 4.3 An approach starting from the free electron picture; 4.4 The Bloch orbital as a linear combination of atomic orbitals; 4.5 Metals and insulators; 4.6 The Wigner-Seitz theory; 5 Magnetic impurities in metals; 5.1 Local charge neutrality; 5.2 The spherical representation; 5.3 Charge distribution and the density of states; 5.4 Virtual bound states 5.5 The Anderson model I5.6 The Anderson model II; 5.7 The Coulomb interaction: UHF; 5.8 Expansion in powers of U; 5.9 s-d interaction; 5.10 Case with orbital degeneracy; References and further reading; Further reading; 6 The infrared divergence in metals; 6.1 The Anderson orthogonality theorem; 6.2 Mahan's problem; 6.3 The thermal Green's function; 6.4 Thermal Green's functions in the presence of local potentials; 6.5 The partition function in the s-d problem; 6.6 The Nozières-de Dominicis solution; 6.7 Calculation of the partition function; 6.8 A scaling approach References and further readingNote added by the translators:; 7 Wilson's theory; 7.1 Wilson's Hamiltonian; 7.2 Perturbative expansions; 7.3 Numerical calculations: scaling; 7.4 Susceptibility and specific heat; References and further reading; 8 Exact solution to the s-d problem; 8.1 A one-dimensional model; 8.2 The three-body problem; 8.3 Symmetric groups; 8.4 The N-electron problem; 8.5 Antisymmetrization; 8.6 The eigenvalue problem; 8.7 The integral equation; 8.8 The ground state; 8.9 Susceptibility; 8.10 Universality; 8.11 The excited states; 8.12 Free energy; 8.13 Specific heat References and further reading9 Recent developments; 9.1 The spin-flip rate; 9.2 The heavy electrons; 9.3 Quantum dots; References and further reading; Appendices; Appendix A: Matrix elements between Slater determinants; Appendix B: Spin function for N-electron systems; Appendix C: Fourier expansion of three-dimensional periodic functions; Appendix D: Proof of eq. (5.29); Appendix E: Relations between Green's functions; Appendix F: Expansion of free energy to order J2; Appendix G: Calculation of g±; Appendix H: Feynman's theorem; Appendix I: Elimination of adjacent pairs Appendix J: Proof of eq. (6.80) |
| Record Nr. | UNINA-9910813683003321 |
Kondo Jun <1930->
|
||
| Cambridge ; ; New York, : Cambridge University Press, c2012 | ||
| Materiale a stampa | ||
| Lo trovi qui: Univ. Federico II | ||
| ||
The physics of dilute magnetic alloys / / Jun Kondo ; translated by Shigeru Koikegami [and three others] [[electronic resource]]
| The physics of dilute magnetic alloys / / Jun Kondo ; translated by Shigeru Koikegami [and three others] [[electronic resource]] |
| Autore | Kondō Jun <1930-> |
| Pubbl/distr/stampa | Cambridge : , : Cambridge University Press, , 2012 |
| Descrizione fisica | 1 online resource (xii, 261 pages) : digital, PDF file(s) |
| Disciplina | 538/.4 |
| Soggetto topico |
Dilute alloys
Magnetic alloys Kondo effect Free electron theory of metals |
| ISBN |
1-107-23196-5
1-139-51358-3 1-139-16217-9 1-283-61032-9 9786613922779 1-139-51801-1 1-139-51451-2 1-139-51894-1 1-139-51543-8 1-139-51708-2 |
| Formato | Materiale a stampa |
| Livello bibliografico | Monografia |
| Lingua di pubblicazione | eng |
| Nota di contenuto |
Cover; The Physics of Dilute Magnetic Alloys; Title; Copyright; Contents; Preface; Translators' foreword; 1 Atoms; 1.1 Mean-field approximation and electronic configurations; 1.2 Multiplets; 1.3 Coulomb and exchange integrals; 1.4 Hartree's method; References and further reading; Note added by the translators:; 2 Molecules; 2.1 The H2+ molecule; 2.2 The H2 molecule; 2.3 The configuration interaction; 2.4 Second quantization; References and further reading; Note added by the translators:; 3 The Sommerfeld theory of metals; 3.1 Classification of solids; 3.1.1 Molecular crystals
3.1.2 Ionic crystals3.1.3 Covalent-bond crystals; 3.1.4 Metals; 3.2 The Sommerfeld theory; References and further reading; Note added by the translators:; 4 Band theory; 4.1 The periodic structure of crystals; 4.2 Bloch's theorem; 4.3 An approach starting from the free electron picture; 4.4 The Bloch orbital as a linear combination of atomic orbitals; 4.5 Metals and insulators; 4.6 The Wigner-Seitz theory; 5 Magnetic impurities in metals; 5.1 Local charge neutrality; 5.2 The spherical representation; 5.3 Charge distribution and the density of states; 5.4 Virtual bound states 5.5 The Anderson model I5.6 The Anderson model II; 5.7 The Coulomb interaction: UHF; 5.8 Expansion in powers of U; 5.9 s-d interaction; 5.10 Case with orbital degeneracy; References and further reading; Further reading; 6 The infrared divergence in metals; 6.1 The Anderson orthogonality theorem; 6.2 Mahan's problem; 6.3 The thermal Green's function; 6.4 Thermal Green's functions in the presence of local potentials; 6.5 The partition function in the s-d problem; 6.6 The Nozières-de Dominicis solution; 6.7 Calculation of the partition function; 6.8 A scaling approach References and further readingNote added by the translators:; 7 Wilson's theory; 7.1 Wilson's Hamiltonian; 7.2 Perturbative expansions; 7.3 Numerical calculations: scaling; 7.4 Susceptibility and specific heat; References and further reading; 8 Exact solution to the s-d problem; 8.1 A one-dimensional model; 8.2 The three-body problem; 8.3 Symmetric groups; 8.4 The N-electron problem; 8.5 Antisymmetrization; 8.6 The eigenvalue problem; 8.7 The integral equation; 8.8 The ground state; 8.9 Susceptibility; 8.10 Universality; 8.11 The excited states; 8.12 Free energy; 8.13 Specific heat References and further reading9 Recent developments; 9.1 The spin-flip rate; 9.2 The heavy electrons; 9.3 Quantum dots; References and further reading; Appendices; Appendix A: Matrix elements between Slater determinants; Appendix B: Spin function for N-electron systems; Appendix C: Fourier expansion of three-dimensional periodic functions; Appendix D: Proof of eq. (5.29); Appendix E: Relations between Green's functions; Appendix F: Expansion of free energy to order J2; Appendix G: Calculation of g±; Appendix H: Feynman's theorem; Appendix I: Elimination of adjacent pairs Appendix J: Proof of eq. (6.80) |
| Record Nr. | UNINA-9910465479703321 |
|
Kondō Jun <1930->
|
||
| Cambridge : , : Cambridge University Press, , 2012 | ||
| Materiale a stampa | ||
| Lo trovi qui: Univ. Federico II | ||
| ||
The physics of dilute magnetic alloys / / Jun Kondo ; translated by Shigeru Koikegami [and three others] [[electronic resource]]
| The physics of dilute magnetic alloys / / Jun Kondo ; translated by Shigeru Koikegami [and three others] [[electronic resource]] |
| Autore | Kondō Jun <1930-2022, > |
| Pubbl/distr/stampa | Cambridge : , : Cambridge University Press, , 2012 |
| Descrizione fisica | 1 online resource (xii, 261 pages) : digital, PDF file(s) |
| Disciplina | 538/.4 |
| Soggetto topico |
Dilute alloys
Magnetic alloys Kondo effect Free electron theory of metals |
| ISBN |
1-107-23196-5
1-139-51358-3 1-139-16217-9 1-283-61032-9 9786613922779 1-139-51801-1 1-139-51451-2 1-139-51894-1 1-139-51543-8 1-139-51708-2 |
| Formato | Materiale a stampa |
| Livello bibliografico | Monografia |
| Lingua di pubblicazione | eng |
| Nota di contenuto |
Cover; The Physics of Dilute Magnetic Alloys; Title; Copyright; Contents; Preface; Translators' foreword; 1 Atoms; 1.1 Mean-field approximation and electronic configurations; 1.2 Multiplets; 1.3 Coulomb and exchange integrals; 1.4 Hartree's method; References and further reading; Note added by the translators:; 2 Molecules; 2.1 The H2+ molecule; 2.2 The H2 molecule; 2.3 The configuration interaction; 2.4 Second quantization; References and further reading; Note added by the translators:; 3 The Sommerfeld theory of metals; 3.1 Classification of solids; 3.1.1 Molecular crystals
3.1.2 Ionic crystals3.1.3 Covalent-bond crystals; 3.1.4 Metals; 3.2 The Sommerfeld theory; References and further reading; Note added by the translators:; 4 Band theory; 4.1 The periodic structure of crystals; 4.2 Bloch's theorem; 4.3 An approach starting from the free electron picture; 4.4 The Bloch orbital as a linear combination of atomic orbitals; 4.5 Metals and insulators; 4.6 The Wigner-Seitz theory; 5 Magnetic impurities in metals; 5.1 Local charge neutrality; 5.2 The spherical representation; 5.3 Charge distribution and the density of states; 5.4 Virtual bound states 5.5 The Anderson model I5.6 The Anderson model II; 5.7 The Coulomb interaction: UHF; 5.8 Expansion in powers of U; 5.9 s-d interaction; 5.10 Case with orbital degeneracy; References and further reading; Further reading; 6 The infrared divergence in metals; 6.1 The Anderson orthogonality theorem; 6.2 Mahan's problem; 6.3 The thermal Green's function; 6.4 Thermal Green's functions in the presence of local potentials; 6.5 The partition function in the s-d problem; 6.6 The Nozières-de Dominicis solution; 6.7 Calculation of the partition function; 6.8 A scaling approach References and further readingNote added by the translators:; 7 Wilson's theory; 7.1 Wilson's Hamiltonian; 7.2 Perturbative expansions; 7.3 Numerical calculations: scaling; 7.4 Susceptibility and specific heat; References and further reading; 8 Exact solution to the s-d problem; 8.1 A one-dimensional model; 8.2 The three-body problem; 8.3 Symmetric groups; 8.4 The N-electron problem; 8.5 Antisymmetrization; 8.6 The eigenvalue problem; 8.7 The integral equation; 8.8 The ground state; 8.9 Susceptibility; 8.10 Universality; 8.11 The excited states; 8.12 Free energy; 8.13 Specific heat References and further reading9 Recent developments; 9.1 The spin-flip rate; 9.2 The heavy electrons; 9.3 Quantum dots; References and further reading; Appendices; Appendix A: Matrix elements between Slater determinants; Appendix B: Spin function for N-electron systems; Appendix C: Fourier expansion of three-dimensional periodic functions; Appendix D: Proof of eq. (5.29); Appendix E: Relations between Green's functions; Appendix F: Expansion of free energy to order J2; Appendix G: Calculation of g±; Appendix H: Feynman's theorem; Appendix I: Elimination of adjacent pairs Appendix J: Proof of eq. (6.80) |
| Record Nr. | UNINA-9910792089503321 |
|
Kondō Jun <1930-2022, >
|
||
| Cambridge : , : Cambridge University Press, , 2012 | ||
| Materiale a stampa | ||
| Lo trovi qui: Univ. Federico II | ||
| ||