Abstract

Although the binding of electrons into Cooper pairs is necessary in forming the superconducting state, its remarkable properties like zero resistance and perfect diamagnetism require long-range phase coherence among the pairs as well. When coherence is lost due to thermal fluctuations of the phase at the transition temperature T c, pairing remains, together with short-range phase correla- tions. In conventional metals, Cooper pairs with short-range phase coherence are destroyed less than 1K above T c. In underdoped high-T c copper oxides, however there is spectroscopic evidence for some form of pairing up to a temperature T*, which is more than 100K above T c [1-3]. How this pairing above T c and Cooper-pair formation are related is one of the most challenging problems in high-T c superconductivity. Here we report first numerical results of the dynamical properties of a model Hamiltonian which explicitly takes these phase-fluctuations into account by using a new Monte-Carlo (MC) technique. The phases are thereby controlled by a classical XY-action.

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