2020
DOI: 10.1016/j.eml.2019.100615
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Elastic anisotropy measure for two-dimensional crystals

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Cited by 70 publications
(37 citation statements)
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“…Furthermore, C 5678 is an anisotropic two-dimensional material because its twodimensional elastic anisotropy index (0.68) is larger than that of graphene (0) and much close to that of black phosphorene (0.65). 39…”
Section: Structure and Structural Stabilitymentioning
confidence: 99%
“…Furthermore, C 5678 is an anisotropic two-dimensional material because its twodimensional elastic anisotropy index (0.68) is larger than that of graphene (0) and much close to that of black phosphorene (0.65). 39…”
Section: Structure and Structural Stabilitymentioning
confidence: 99%
“…2). The highly anisotropic electromechanical responses originate from the remarkable structural and mechanical anisotropies of phosphorene [23][24][25] . Furthermore, the charge-induced maximum actuation strain of phosphorene is remarkably larger than that of graphene, silicene, and even the maximum value reported of GO (28.2%) 20,21 , indicating that monolayer phosphorene exhibits an ultrahigh actuation performance.…”
Section: Electromechanical Strain Response Of Phosphorenementioning
confidence: 99%
“…Recently phosphorene arises after successful exfoliation from its bulk form (black phosphorus) 22 , and a lot of efforts have been made to investigate its structures, properties as well as applications. For example, phosphorene possesses remarkable in-plane mechanical anisotropy [23][24][25] , which is very different from the in-plane elastic isotropy of graphene 26 . Theoretical calculations demonstrated that the strains to failure (tensile stiffnesses) of phosphorene along the armchair and zigzag directions are as high as 30% (23 N/m) and 27% (92.3 N/m), respectively 23,24 .…”
Section: Introductionmentioning
confidence: 99%
“…From here, we aim to determine the scale from which the symmetry orders actually governs the elastic isotropy. To do so, the two-dimensional elastic anisotropy index a r -defined in [33] -is analysed at each material point for each observation scale. An explicit expression of a r as a function of C ij and S Cij can be written as follows: (with an error lower than 1% ) once l CG is larger than the characteristic length d of the microstructure.…”
Section: Elastic Propertiesmentioning
confidence: 99%