Monte Carlo Study of Relaxor Systems: A Minimum Model for Pb(In$_{1/2}$Nb$_{1/2}$)O$_3$}

We examine a simple model for Pb(In $_{1 / 2}$ Nb $_{1 / 2}$ )O $_{3}$ (PIN), which includes both long-range dipole-dipole interaction and random local anisotropy. A improved algorithm optimized for long-range interaction has been applied for efficient large-scale Monte Carlo simulation. We demonstrate that the phase diagram of PIN is qualitatively reproduced by this minimum model. Some properties characteristic of relaxors such as nano-scale domain formation, slow dynamics and dispersive dielectric responses are also examined.

Monte Carlo Study of Relaxor Systems: A Minimum Model for Pb(In $_{1 / 2}$ Nb $_{1 / 2}$ )O $_{3}$ }

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Monte Carlo Study of Relaxor Systems: A Minimum Model for Pb(In $_{1 / 2}$ Nb $_{1 / 2}$ )O $_{3}$ }

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Monte Carlo Study of Relaxor Systems: A Minimum Model for Pb(In1/21/2​Nb1/21/2​)O33​}

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Monte Carlo Study of Relaxor Systems: A Minimum Model for Pb(In1/21/2​Nb1/21/2​)O33​}

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Monte Carlo Study of Relaxor Systems: A Minimum Model for Pb(In $_{1 / 2}$ Nb $_{1 / 2}$ )O $_{3}$ }

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Monte Carlo Study of Relaxor Systems: A Minimum Model for Pb(In $_{1 / 2}$ Nb $_{1 / 2}$ )O $_{3}$ }

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