Collective properties of physical systems : proceedings of the twenty-fourth Nobel Symposium held June 12-16, 1973 at Aspen�asg�arden, Lerum, Sweden. /

References; Key words; Discussion; Chapter 11. The Order Parameter in Liquid 3He; References; Discussion; Chapter 12. Aligned Orbital Angular Momentum in the Low Temperature Phase of 3He; References; Discussion; Chapter 13. NMR in an Anisotropie Superfluid (3He); References; Discussion; Chapter 14....

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Detalles Bibliográficos
Clasificación:Libro Electrónico
Autores Corporativos: Nobel Symposium Lerum, Sweden, Nobelstiftelsen
Otros Autores: Lundqvist, B. I. (Bengt I.) (Editor ), Lundqvist, Stig, 1925- (Editor ), Runnstr�om-Reio, Vera, 1919- (Editor )
Formato: Electrónico Congresos, conferencias eBook
Idioma:Inglés
Publicado: Stockholm : New York : Nobel Foundation ; Academic Press, [�1973]
Colección:Medicine and natural sciences.
Temas:
Matter > Properties > Congresses.
Physics.
Physics
Mati�ere > Propri�et�es > Congr�es.
Physique.
physics.
SCIENCE > Energy.
SCIENCE > Mechanics > General.
SCIENCE > Physics > General.
Matter > Properties.
Congress
Conference papers and proceedings.
Actes de congr�es.
Acceso en línea:Texto completo
Tabla de Contenidos:
  • Front Cover; Collective Properties of Physical Systems: Medicine and Natural Sciences; Copyright Page; Foreword; Table of Contents; List of articles; Sponsors; Nobel Symposium Committee; Organizing Committee; List of participants; Author index; Part I:The Renormalization Group Approach, Phase Transitions and Critical Phenomena; Chapter 1. Breakdown of Landau Theory, Fluctuations and Renormalization; References; Discussion; Chapter 2. General Scaling Theory for Critical Points; Summary; I . Cumulants; II . Critical Operators and their Exponents; III . General Formulation of Scaling
  • IV. Scaling CovarianceV. Conformal Covariance; VI. Product Expansions and Reducibility; VII. Strong scaling; VIII. Strong scaling, hyperscaling and conformal invariance; References; Discussion; References; Chapter 3. Generalized Renormalization Transformations; Basic Ideas on Generalized Action Principles; Equivalent Transformations; Outlook; References; Discussion; Chapter 4. Developments in the Theory of Critical Phenomena; Summary; Solution for n=
  • 2 (d arbitrary); Symmetry of Critical Exponents; Initial Conjecture; Revised Version of the Symmetry
  • Phase Transitions for One-dimensional SystemsZero-dimensional Systems; References; Chapter 5. From Self-Avoiding Walks to Real Polymer Chains; References; Key words; Chapter 6. Aspects of Time-Dependent Critical Phenomena; Summary; 1 . Definitions; 2. Dynamic Scaling Hypothesis; 3. Hydrodynamic Considerations; 4. The Conventional Theory; 5. Systems with a Propagating Mode below Tc; 6. Liquid-gas and Phase Separation Critical Points; 7. The Kinetic Ising Models and Related System; 8. Anisotropic Heisenberg Systems; 9. Universality; References; Discussion; Part II: The Kondo Problem
  • Chapter 7. Solution of the Spin-1/2 Kondo HamiltonianReferences; Discussion; Chapter 8. Review of the Application of the Renormalization Group Method to Logarithmic Problems; Summary; Brief Outline of the Method; The Kondo Problem; Imaginary Parts; One Dimensional Metallic Systems at Zero Temperature; Conclusion; References; Part III: Superfluid 3He; Chapter 9. The Low Temperature Phases of Liquid 3He1.2; Summary; Phase Diagrams; Summary of Experiments in Liquid He; Conclusions; References; Discussion; Chapter 10. Experimental Evidence for Superfluidity in the Newly Found Phases of 3He1

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