2016
DOI: 10.1016/j.jmps.2016.02.018
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Scaling laws of nanoporous gold under uniaxial compression: Effects of structural disorder on the solid fraction, elastic Poisson's ratio, Young's modulus and yield strength

Abstract: a b s t r a c tIn this work the relationship between the structural disorder and the macroscopic mechanical behavior of nanoporous gold under uniaxial compression was investigated, using the finite element method. A recently proposed model based on a microstructure consisting of four-coordinated spherical nodes interconnected by cylindrical struts, whose node positions are randomly displaced from the lattice points of a diamond cubic lattice, was extended. This was done by including the increased density as re… Show more

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Cited by 58 publications
(57 citation statements)
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“…This proves the expectation that the straight connections over-stiffen the network, in comparison to a network with curved connection paths. This is consistent to the finding of Huber et al [6] and Roschning et al [16] that the amount of disorder going along with increasing beam curvedness has a strong impact on the mechanical response of such a beam network. This furthermore goes along with the observation that the 1 V/E discretization shows highest compliance and the flattest stress-strain curve.…”
Section: Macroscopic Mechanical Responsesupporting
confidence: 92%
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“…This proves the expectation that the straight connections over-stiffen the network, in comparison to a network with curved connection paths. This is consistent to the finding of Huber et al [6] and Roschning et al [16] that the amount of disorder going along with increasing beam curvedness has a strong impact on the mechanical response of such a beam network. This furthermore goes along with the observation that the 1 V/E discretization shows highest compliance and the flattest stress-strain curve.…”
Section: Macroscopic Mechanical Responsesupporting
confidence: 92%
“…Instead of an over-prediction of stiffness and strength values lower than those from the solid model were expected, at least for the finer discretization 5 V/E and even more for 1 V/E. The reason for this expectation is the stiffening and strengthening effect of the nodal mass that is accounted for in the solid model and still missing in the skeleton beam model (see [6,16,18]). …”
Section: Femmentioning
confidence: 97%
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“…17,26,27,[50][51][52][53][54] Our study finds that these parameters vary between the different synthesis routes. Indentation testing allows a rough investigation of the consequences on the mechanical behavior.…”
Section: Electrochemicalmentioning
confidence: 65%