Discusses the shell model and the interacting Boson model and their applications to the structure of atomic nuclei. The author systematically develops these models from an elementary level, through an introduction to tensor algebra, to the use of group theory in spectroscopy.
Discusses the shell model and the interacting Boson model and their applications to the structure of atomic nuclei. The author systematically develops these models from an elementary level, through an introduction to tensor algebra, to the use of group theory in spectroscopy.Hinweis: Dieser Artikel kann nur an eine deutsche Lieferadresse ausgeliefert werden.
>j-Symbols 8. The Wigner-Eckart Theorem 9. Two Nucleon Wave Functions. 9j-Symbols 10. Matrix Elements of Two Nucleon Interactions 6j-Symbols 11. Short Range Potentials-The o-Interaction 12. The Pairing Interaction and the Surface Delta Interaction 13. Two Nucleons in a Harmonic Oscillator Potential Well 14. Determinantal Many Nucleon Wave Functions 15. Nucleons in the Same Orbit Coefficients of Fractional Parentage 16. Examples of Effective Interactions in Nuclei and Atoms 17. Second Quantization. Single Nucleon and Two-Body Operators 18. Two Nucleon Operators. Particle Hole Interactions 19. Nucleon Pairing and Seniority 20. Hamiltonians Which Are Diagonal in the Seniority Scheme 21. Examples of p Configurations in Nuclei 22. The Quasi-Spin Scheme 23. Generalized Seniority. Ground States of Semi-Magic Nuclei 24. Generalized Seniority. Other States of Semi-Magic Nuclei 25. Seniority and the Sp(2j + 1) Group 26. Seniority with isospin. The U{2(2j + 1)) Group and Subgroups 27. Appiications of Seniority with isospin Symmetry Energy 28. Seniority in Configurations with T = n/2. The 0(21 + 1) Group 29. LS-Coupling of Protons and Neutrons. The SU(4) Scheme 30. Special Proton Neutron Mixed Configurations. The SU(3) Scheme 31. Valence Protons and Neutrons in Different Orbits 32. Configuration Mixing. Effective Operators 33. The Interacting Boson Model (IBA-1) 34. The U(5) Scheme-The Vibrational Limit 35. The 0(6) Limit 0(5) Symmetry 36. The SU(3) Dynamicai Symmetry-Rotationai Spectra 37. Mapping States of Identical Fermions onto Boson States 38. Valence Protons and Neutrons. The S-D Space 39. The Proton Neutron Interacting Boson Model (IBA-2) 40. Simple IBA-2 Hamiltonians. Some Applications 41. Particles Coupled to a Rotating Core Appendix Bibliography Index
>j-Symbols 8. The Wigner-Eckart Theorem 9. Two Nucleon Wave Functions. 9j-Symbols 10. Matrix Elements of Two Nucleon Interactions 6j-Symbols 11. Short Range Potentials-The o-Interaction 12. The Pairing Interaction and the Surface Delta Interaction 13. Two Nucleons in a Harmonic Oscillator Potential Well 14. Determinantal Many Nucleon Wave Functions 15. Nucleons in the Same Orbit Coefficients of Fractional Parentage 16. Examples of Effective Interactions in Nuclei and Atoms 17. Second Quantization. Single Nucleon and Two-Body Operators 18. Two Nucleon Operators. Particle Hole Interactions 19. Nucleon Pairing and Seniority 20. Hamiltonians Which Are Diagonal in the Seniority Scheme 21. Examples of p Configurations in Nuclei 22. The Quasi-Spin Scheme 23. Generalized Seniority. Ground States of Semi-Magic Nuclei 24. Generalized Seniority. Other States of Semi-Magic Nuclei 25. Seniority and the Sp(2j + 1) Group 26. Seniority with isospin. The U{2(2j + 1)) Group and Subgroups 27. Appiications of Seniority with isospin Symmetry Energy 28. Seniority in Configurations with T = n/2. The 0(21 + 1) Group 29. LS-Coupling of Protons and Neutrons. The SU(4) Scheme 30. Special Proton Neutron Mixed Configurations. The SU(3) Scheme 31. Valence Protons and Neutrons in Different Orbits 32. Configuration Mixing. Effective Operators 33. The Interacting Boson Model (IBA-1) 34. The U(5) Scheme-The Vibrational Limit 35. The 0(6) Limit 0(5) Symmetry 36. The SU(3) Dynamicai Symmetry-Rotationai Spectra 37. Mapping States of Identical Fermions onto Boson States 38. Valence Protons and Neutrons. The S-D Space 39. The Proton Neutron Interacting Boson Model (IBA-2) 40. Simple IBA-2 Hamiltonians. Some Applications 41. Particles Coupled to a Rotating Core Appendix Bibliography Index
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