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Multi-component solid solution hardening-Agreement with experimental results

, and . Journal of Materials Science, (1977)
DOI: 10.1007/BF00540987

Abstract

A relation for multi-component solid solution hardening has been derived: if the binary athermal or thermal solid solution hardening of ? dilute and random distributions of solute atoms i in the base metal is given by ?ti = RiCiq, and if these ? distributions are present together in the base metal without interacting with each other, the multi-component solid solution hardening is given by: $$\Delta = łeft \Sigma łimits_i \Delta _i^1/q \right^q with i = 1...v.$$

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SpringerLink - Journal of Materials Science, Volume 12, Number 5

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