Fundamentals And New Frontiers Of Bose-einstein CondensationWorld Scientific Publishing Company, 29.07.2010 - 368 Seiten This book covers the fundamentals of and new developments in gaseous Bose-Einstein condensation. It begins with a review of fundamental concepts and theorems, and introduces basic theories describing Bose-Einstein condensation (BEC). It then discusses some recent topics such as fast-rotating BEC, spinor and dipolar BEC, low-dimensional BEC, balanced and imbalanced fermionic superfluidity including BCS-BEC crossover and unitary gas, and p-wave superfluidity. |
Inhalt
| 1 | |
2 Weakly Interacting Bose Gas | 33 |
3 Trapped Systems | 73 |
4 Linear Response and Sum Rules | 105 |
5 Statistical Mechanics of Superuid Systems in a Moving Frame | 129 |
6 Spinor BoseEinstein Condensate | 145 |
7 Vortices | 171 |
8 Fermionic Superfluidity | 197 |
11 Optical Lattices | 277 |
12 Topological Excitations | 297 |
Appendix A Order of Phase Transition ClausiusClapeyron Formula and GibbsDuhem Relation | 321 |
Appendix B Bogoliubov Wave Functions in Coordinate Space | 323 |
Appendix C Effective Mass Sound Velocity and Spin Susceptibility of Fermi Liquid | 329 |
Appendix D Derivation of Eq 8155 | 333 |
Appendix E f Sum Rule | 335 |
Bibliography | 337 |
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Fundamentals and New Frontiers of Bose-Einstein Condensation Masahito Ueda Eingeschränkte Leseprobe - 2010 |
Häufige Begriffe und Wortgruppen
angular momentum assume atoms attractive interaction BCS limit Bogoliubov Bose gas Bose–Einstein condensate bosons calculated chemical potential constant density matrix described dipole eigenvalue energy gap equation excitation Fermi fermions ferromagnetic Feshbach resonance frequency given gives ground-state Hamiltonian harmonic potential homotopy integral kinetic energy last term Lett magnetic field mass current mean-field monopole Mott insulator nonzero normal number of particles obtain ODLRO optical lattice order parameter order parameter manifold pair Phys polar quantized quantum number quasiparticles repulsive interaction respectively right-hand side rotation s-wave satisfy scattering length shown in Fig side of Eq Skyrmions ſº Substituting Eq superfluid superfluid velocity symmetry term in Eq theorem thermodynamic Thomas–Fermi topological charge transition temperature trap vanishes vortex vortices wave function z-direction zero