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【ebook】Vortices in Bose-Einstein Condensates
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Vortices in Bose-Einstein Condensates (Progress in Nonlinear Differential Equations and Their Applications) Publisher: Springer Number Of Pages: 203 Publication Date: 2006-06-06 Sales Rank: 2778600 ISBN / ASIN: 0817643923 EAN: 9780817643928 Binding: Hardcover Manufacturer: Springer Studio: Springer Since the first experimental achievement of Bose–Einstein condensates (BEC) in 1995 and the award of the Nobel Prize for Physics in 2001, the properties of these gaseous quantum fluids have been the focus of international interest in condensed matter physics. This monograph is dedicated to the mathematical modeling of some specific experiments which display vortices and to a rigorous analysis of features emerging experimentally. In contrast to a classical fluid, a quantum fluid such as a Bose–Einstein condensate can rotate only through the nucleation of quantized vortices beyond some critical velocity. There are two interesting regimes: one close to the critical velocity, where there is only one vortex that has a very special shape; and another one at high rotation values, for which a dense lattice is observed. One of the key features related to superfluidity is the existence of these vortices. We address this issue mathematically and derive information on their shape, number and location. In the dilute limit of the experiments, the condensate is well described by a mean field theory and a macroscopic wave function solving the so-called Gross–Pitaevskii equation. The mathematical tools employed are energy estimates, Gamma convergence, and homogenization techniques. We prove existence of solutions that have properties consistent with the experimental observations. Open problems related to recent experiments are presented. The work can serve as a reference for mathematical researchers and theoretical physicists interested in superfluidity and quantum condensates, and can also complement a graduate seminar in elliptic PDEs or modeling of physical experiments. http://rapidshare.com/files/62613357/0817643923.rar 或者： http://depositfiles.com/files/2053948 |
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谢谢共享 看见好多人询问怎么有密码，我怎么下载不了。其实这些都是共享站点，很容易使用，但你要知道他的规则，比如Rapidshare不支持多线程，你就不能使用迅雷多线程下载等。 所以只要你知道他们的下载规则，你就知道怎么下载了。 我做了一个Rapidshare、Mihd、Live-share等网盘的下载图解教程，不知道怎么下载的朋友可以到那里学习 http://muchong.com/bbs/viewthread.php?tid=591515&fpage=1 |
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