Using the Langevin force to describe the effect of temperature on the dislocation behavior,the slip of dislocation overcoming the Peierls stress and drag stress is simulated by the three-dimensional discrete dislocation dynamics model.

The crucial proplem of dislocation theory is the core structure, which is closely related with the Peierls stress and the interaction between dislocations that is correlated with the ductility and work hardening of materials.

The influence of dzyaloshinskii-moriya interaction on the dimerization in Spin-Peierls systems;

Peierls phase transition and field emission of carbon nanotubes in a magnetic field;

Study of curved surfaces of phonon dispersion in trigonal lattice of two-dimensional pre-and after Peierls phase transition;

Using a Frhlich Hamiltonian for the electron\|lattice interaction, an expression for the Peierls phase transition temperature( T P)of metallic helical carbon nanotube ( n 1,n 2 )has been derived.

The effect of quasiperiodicity on lattice distortion and energy gap in spin-Peierls model;

The temperature dependence of resistivity (p-T) of IMbSes crystal showed that it experiences two Peierls transitions at Tp1=145 K and Tp2=57 K respectively, and the residual resistance ratio RRR.

This article investigates the effect of short_range interaction of strongly correlated electrons on the Peierls transition of a quasi one_dimensional system.