2002
DOI: 10.5488/cmp.5.3.473
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Pseudospin-Electron Model at Weak Coupling

Abstract: The static and dynamic dielectric susceptibility of the pseudospin-electron model is investigated in the random phase approximation. The possibility of the phase transition to the homogeneous phase, to the phase with doubly modulated lattice period and to the incommensurate phase is revealed in the regime µ = const depending on the value of the chemical potential. The phase separation on the homogeneous and phase with doubly modulated lattice period is established and the phase diagrams (n, h) are built. The i… Show more

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Cited by 6 publications
(20 citation statements)
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“…In this work we calculate Raman spectra for the system described by the pseudospin-electron model (PEM) using the method which is based on the construction of a polarizability operatorP in the framework of a microscopic approach; the method was developed in [6][7][8][9] and is an alternative to standard ones [2][3][4][5]. PEM describes the systems with locally anharmonic elements (anharmonic vibrations of apical oxygen O4 in HTSC of YBaCuO-type, the systems with hydrogen bonds, etc.).…”
Section: This Article Is Dedicated To the Memory Of Prof Z Gurskiimentioning
confidence: 99%
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“…In this work we calculate Raman spectra for the system described by the pseudospin-electron model (PEM) using the method which is based on the construction of a polarizability operatorP in the framework of a microscopic approach; the method was developed in [6][7][8][9] and is an alternative to standard ones [2][3][4][5]. PEM describes the systems with locally anharmonic elements (anharmonic vibrations of apical oxygen O4 in HTSC of YBaCuO-type, the systems with hydrogen bonds, etc.).…”
Section: This Article Is Dedicated To the Memory Of Prof Z Gurskiimentioning
confidence: 99%
“…PEM describes the systems with locally anharmonic elements (anharmonic vibrations of apical oxygen O4 in HTSC of YBaCuO-type, the systems with hydrogen bonds, etc.). In [9] we considered contributions to Raman spectra for the zz polarization case (z is a direction of local vibrations and it is perpendicular to the layer in the case of layered crystals of YBaCuO-type). Here we investigate the case of xx + yy polarization and compare these two cases.…”
Section: This Article Is Dedicated To the Memory Of Prof Z Gurskiimentioning
confidence: 99%
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