1999
DOI: 10.1103/physrevlett.82.2713
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Ideal Shear Strengths of fcc Aluminum and Copper

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Cited by 453 publications
(257 citation statements)
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“…37 A 1% level of strain was predefined as the small strain increment for each To simulate the mechanical response under indentation experiments, we applied biaxial shear deformation on the GBs structures, adjusted to mimic the deformation under the indenter by imposing the relations σ zz = σ zx × tan Φ where σ zz is the normal stress, σ zx is the shear stress and Φ is the centerline-to face angle of the indenter (Φ = 68° for Vickers indenter). 38 The other four strain components were relaxed in the biaxial shear deformation.…”
Section: Computational Methodologymentioning
confidence: 99%
“…37 A 1% level of strain was predefined as the small strain increment for each To simulate the mechanical response under indentation experiments, we applied biaxial shear deformation on the GBs structures, adjusted to mimic the deformation under the indenter by imposing the relations σ zz = σ zx × tan Φ where σ zz is the normal stress, σ zx is the shear stress and Φ is the centerline-to face angle of the indenter (Φ = 68° for Vickers indenter). 38 The other four strain components were relaxed in the biaxial shear deformation.…”
Section: Computational Methodologymentioning
confidence: 99%
“…This relaxation method has been proven to be an effective tool to calculate the ideal strength, and sheds light on the intrinsic failure mechanism at the atomistic scale. [30][31][32] The tensile stress ij σ was calculated by, 33 …”
Section: Methodsmentioning
confidence: 99%
“…2,6 Calculations of the resolved shear stress at fracture on the highest Schmid factor slip systems result in stresses that are consistent with calculated theoretical shear strengths of pure Cu. [24][25][26] Normalized shear strengths range from µ/50 to µ/11, where µ is the shear modulus of Cu along <110> directions. Fracture strengths for a range of sizes showed significant scatter (Figure 3e), which could be interpreted in the context of a weakest link framework, as often employed in the fracture of ceramics and glasses.…”
mentioning
confidence: 99%