We use a family of embedded atom model potentials all based on accurate quantum-mechanical calculations to study the relation between Peierls stress and core properties of the 1/2a<111> screw dislocation in bcc tantalum (Ta). We find that the Peierls stress (sigma(P)) is a function of the core-polarization curvature (Pi) near the equilibrium core configuration. Our results suggest that the computationally available quantity Pi is a useful criterion for designing high-performance materials.
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