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We investigate analytically and numerically the melting of the vortex lattice moving in an inhomogeneous environment under the applied current j. We predict the existence of a dynamic phase transition at some characteristic current j=jₜ (crystallization current) from the motion of the amorphous vortex configuration at j<jₜ to the motion of the vortex crystal at j>jₜ. The crystallization current jₜ exceeds essentially the critical current jc for strongly disordered systems and diverges as temperature approaches the melting temperature Tₘ of the undisturbed lattice.
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Koshelev et al. (1994) studied this question.
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