作者: A. Mookerjee , T. Saha-Dasgupta , I. Dasgupta
DOI: 10.1007/978-3-540-85428-9_3
关键词: Good quantum number 、 Anderson impurity model 、 Physics 、 Dimensionless quantity 、 Quantum number 、 Quantum 、 Condensed matter physics 、 Electron 、 Hamiltonian (quantum mechanics) 、 Quantum state
摘要: In one electron picture, the electronic states in a crystalline solid are extended Bloch states. This is direct consequence of Bloch-Floquet’s theorem. These quantum labelled by wave-vector, к, and band index, n. For these good numbers. disordered solid, on other hand, with breakdown long-ranged order, no longer number. Of course, may still be extended, but cannot characterized к. The seminal paper Anderson [1] stated that if disorder strong enough, all become localized at T = 0°o leads to metal-insulator transition.He considered tight-binding Hamiltonian only on-site probability density width W band-width of, B. showed when dimensionless parameter W/B greater than critical value (W/B) c lattice localized.