PSEUDOSPIN-ELECTRON MODEL IN INFINITE DIMENSIONS

I. V. Stasyuk, A. M. Shvaika
Institute for Condensed Matter Physics, National Acadamy of Sciences of the Ukraine,
1 Svientsitskii Str., Lviv, UA-290011, Ukraine

Energy spectrum and thermodynamics of the pseudospin--electron model are investigated in the dynamical mean field approximation ($d=\infty$ limit). In the limit of zero electron correlation this model is analytically exactly soluble within this approach: in the $\mu={\rm const}$ regime the first order phase transition with the jump of the pseudospin mean value and reconstruction of the electron spectrum can be realized, while in the $n={\rm const}$ regime the phase separation in electron subsystem can take place for certain values of the model parameters. On the basis of the obtained results the applicability of the approximate schemes previously used for the investigation of the pseudospin--electron model are discussed.

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