登入選單
返回Google圖書搜尋
Nuclear Collective Motion
註釋10. Hartree-Fock self-consistent field theory : deformed nuclei. 10.1. Symmetries of the Hartree-Fock Hamiltonian. 10.2. Hartree-Fock calculations for deformed nuclei. 10.3. Interpretation of the deformed HF wave function. 10.4. Projected Hartree-Fock, or Peierls-Yoccoz, theory. 10.5. HF methods for the moment of inertia -- 11. Pairing-force theory. 11.1. Field forces and pairing forces. 11.2. Particles in a degenerate j-shell. 11.3. Two particles in non-degenerate levels. 11.4. N particles in non-degenerate levels (BCS theory). 11.5. Comments on the BCS approximation. 11.6. Existence of a superconducting solution. 11.7. Consequences of pairing and comparison with experiment page. 11.8. Neutron-proton pairing. 11.9. General BCS theory. 11.10. Hartree-Bogolyubov theory -- 12. The Tamm-Dancoff approximation or simple particle-hole theory. 12.1. The particle-hole equations. 12.2. Calculations. 12.3. The schematic model. 12.4. The two-quasi-particle equations. 12.5. The continuum particle-hole or coupled-channels equations -- 13. An equations-of-motion method. 13.1. The philosophy of the equations-of-motion method. 13.2. The equations of motion. 13.3. Particular solutions of the equations of motion. 13.4. General solution of the equations of motion for Bose-like excitations. 13.5. The metric matrix. 13.6. Formal properties of the equations of motion -- 14. The random phase approximation or sophisticated particlehole theory. 14.1. The RPA equations. 14.2. Some simple properties of the RPA equations. 14.3. The RPA schematic model. 14.4. Particle-hole calculations. 14.5. Application of the RPA to deformed nuclei. 14.6. The QRPA (quasi-particle RPA). 14.7. Model calculations. 14.8. Further properties of the RPA equations. 14.9. Higher RPA's. 14.10. The RPA ground state -- 15. Time-dependent Hartree-Fock (TDHF) theory. 15.1. The TDHF equations. 15.2. Problems of interpretation. 15.3. Normal coordinates for a quantum system. 15.4. Time-dependent derivation of the equations of motion -- 16. The microscopic foundations of the unified vibrational model. 16.1. Iterative solution of the TDHF equations. 16.2. The vibrating potential model (VPM). 16.3. The VPM mass parameters. 16.4. VPM wave functions and orthogonality. 16.5. Matrix elements. 16.6. Discussion of the unified model and the VPM. 16.7. The relationship between the VPM and the schematic model -- 17. Concluding remarks.