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Critical Fluctuations in the Weakly Anharmonic Crystal Model of a Structural Phase Transition.

机译:结构相变弱弱非谐晶体模型的临界波动。

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The criteria for the existence of a central peak in the spectral density of the soft optical mode, in a weakly anharmonic crystal model of a piezoelectric-ferroelectric are examined. Investigated are the effects of the critical fluctuations of the optic mode on the internal relaxation process believed responsible for the appearance of a central peak, the relaxation to local equilibrium of the acoustic phonons. The critical fluctuations induce a diffusion in momentum space of the acoustic phonons, leading to an increase in the effective relaxation frequency of the acoustic-phonon distribution function, and a critical increase in the acoustic-phonon linewidth. The increase in relaxation frequency is not sufficient to eliminate the distinct central peak, however, and this model will always exhibit a central peak if the anharmonic coupling coefficients are sufficiently small.

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