The strongest size
By A. Argon, Sidney Yip. 2006
174 citations recorded by the source corpus.
Subfields: Electrical and Electronic Engineering, Materials Chemistry, Mechanics of Materials
View Paper: https://www.semanticscholar.org/paper/a3951d7719fb5a03b3dcb2377137399a64405c3a
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In Electrical and Electronic Engineering
In Materials Chemistry
In Mechanics of Materials
Citations in the corpus
- Gradient plasticity in gradient nano-grained metals (2016, background): “According to the classical Hall–Petch relation, the overall yield strength is inversely proportional to the square root of grain size [20,21]; such a relation is valid for grain sizes greater than ∼20 nm [22,23].”
- Thermo-mechanical behavior of low-dimensional systems: The local bond average approach (2009, background): “The observations are also explained by considering two alternative and complementary rate mechanisms of plasticity, grain boundary shear and dislocation plasticity, each contributing to the overall strain rate in proportion to the volume fraction of the material in which they operate [456].”
- Ultra-strength materials (2010, methodology): “This averaging scheme of the simple stress sum differs from the Argon–Yip model that involves the average of strain rate based on volume fractions.”
- The Hall–Petch and inverse Hall–Petch relations and the hardness of nanocrystalline metals (2019, background): “_ c 1⁄4 3d d _ cgb þ 1 3d d _ cD where 3d d is the volume fraction of the grain boundary region [76, 77]”
- Nanotwinned and hierarchical nanotwinned metals: a review of experimental, computational and theoretical efforts (2018, background): “5)(114) and experimental observations.(5,25,189,205) The properties of strength, ductility and work hardening are verified both sensitive to grain size and twin spacing.”
- Microstructural design of hard coatings (2006, background): “Yip [138] describes the grain size dc where the Hall–Petch effect ceases or even reverses [76,138] as the smallest size that can sustain a dislocation pile-up.”