paper

The electron-boson spectral density function of underdoped BiSrCaCuO and YBaCuO

arXiv:1103.5129 · doi:10.1103/PhysRevB.83.014507

Abstract

We investigate the electron-boson spectral density function, , of CuO plane in underdoped BiSrCaCuO (Bi-2212) and underdoped YBaCuO (Y-123) using the Eliashberg formalism. We apply a new (in-plane) pseudogap model to extract the electron-boson spectral function. For extracting the spectral function we assume that the spectral density function consists of two components: a sharp mode and the broad Millis-Monien-Pines (MMP) mode. We observe that both the resulting spectral density function and the intensity of the pseudogap show strong temperature dependences: the sharp mode takes most spectral weight of the function and the peak position of the sharp mode shifts to lower frequency and the depth of pseudogap, , is getting deeper as temperature decreases. We observe also that the total spectral weight of the electron-boson density and the mass enhancement coefficient increase as temperature decreases. We estimate fictitious (maximum) superconducting transition temperatures, , from the extracted spectral functions at various temperatures using a generalized McMillan formula. The estimated (maximum) also shows a strong temperature dependence; it is higher than the actual at all measured temperatures and decreases with temperature lowering. Since as lowering temperature the pseudogap is getting stronger and the maximum is getting lower we propose that the pseudogap may suppress the superconductivity in cuprates.

8 pages, 6 figures

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