A data-driven nonlocal phase-field crystal model is proposed that matches experimental structure factors up to the second peak and recovers local and fractional PFC models as scaling limits.
Du, Nonlocal modeling, analysis and computation, CBMS-NSF regional conference series in applied mathematics
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Computational and analytical studies of a new nonlocal phase-field crystal model in two dimensions
A data-driven nonlocal phase-field crystal model is proposed that matches experimental structure factors up to the second peak and recovers local and fractional PFC models as scaling limits.