Dynamical Peierls' energy gap generation in one-dimensional charge-density waves systems

  • Belvedere L
  • Do Amaral R
  • de Queiroz A
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Using bosonization methods we consider the Lagrangian model describing the electron-phonon system using a slowly-varying phonon amplitude approximation. The phase of the phonon field is fermionized and the effective model is mapped into the chiral Gross-Neveu model with two Fermi field species. The chiral density of the electron field and the phase of the phonon field condensate as a soliton order parameter. The incommensurate charge-density wave can be pictured as a collective excitation of the combined motion of both the electrons and lattice ions, accomplished by a dynamical electron-lattice energy redistribution (Peierls' energy gap generation). © 2001 Elsevier Science B.V. All rights reserved.

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  • L. V. Belvedere

  • R. L.P.G. Do Amaral

  • A. F. de Queiroz

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