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Calculation of the critical exponent The correlation function forQ near a reciprocal lattice vector [3] CQ(R) = ⟨eiQ·[u(R)−u(0)]⟩ (82) can be written by using the cummulant expansi

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cond-mat.soft 1

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2025 1

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Defect-Mediated Melting of Square-Lattice Solids

cond-mat.soft · 2025-07-22 · conditional · novelty 7.0

A generalized KTHNY theory predicts two-step defect-driven melting of square-lattice solids with a modified universal elastic constant combination and a stricter correlation exponent bound.

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  • Defect-Mediated Melting of Square-Lattice Solids cond-mat.soft · 2025-07-22 · conditional · none · ref 1

    A generalized KTHNY theory predicts two-step defect-driven melting of square-lattice solids with a modified universal elastic constant combination and a stricter correlation exponent bound.