2017
DOI: 10.1134/s0020168517120093
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Morphology, structure, and mechanical properties of the surface of PbTe crystals after etching with H2O2–HBr–ethylene glycol solutions

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“…For example, the Young’s modulus E , shear modulus G , and bulk modulus B of the pristine matrix sample, Na 0.02 Pb 0.98 Te, are 48.86, 23.66, and 17.41 GPa, respectively, while those of the Na 0.02 Pb 0.98 Te-0.5%MoTe 2 sample are 56.2, 27.28, and 19.63 GPa, respectively, which are 15, 15.3, and 14.5% higher than those of the pristine sample. The elastic modulus is an important physical parameter of engineering materials and demonstrates the ability of the materials to resist elastic deformation. The improvements of the Young’s modulus E , the shear modulus G , and the bulk modulus B upon incorporating MoTe 2 indicate that Na 0.02 Pb 0.98 Te/MoTe 2 composites are better at resisting elastic deformations, which is ascribed to the presence of MoTe 2 and the interface between MoTe 2 and the matrix because the composition of the matrix is unchanged regardless of whether MoTe 2 is incorporated. Practically, the enhanced elastic modulus is also revealed as the increase in the slope in the strength–displacement curve shown in Figure S3 upon incorporating MoTe 2 .…”
Section: Results and Discussionmentioning
confidence: 99%
“…For example, the Young’s modulus E , shear modulus G , and bulk modulus B of the pristine matrix sample, Na 0.02 Pb 0.98 Te, are 48.86, 23.66, and 17.41 GPa, respectively, while those of the Na 0.02 Pb 0.98 Te-0.5%MoTe 2 sample are 56.2, 27.28, and 19.63 GPa, respectively, which are 15, 15.3, and 14.5% higher than those of the pristine sample. The elastic modulus is an important physical parameter of engineering materials and demonstrates the ability of the materials to resist elastic deformation. The improvements of the Young’s modulus E , the shear modulus G , and the bulk modulus B upon incorporating MoTe 2 indicate that Na 0.02 Pb 0.98 Te/MoTe 2 composites are better at resisting elastic deformations, which is ascribed to the presence of MoTe 2 and the interface between MoTe 2 and the matrix because the composition of the matrix is unchanged regardless of whether MoTe 2 is incorporated. Practically, the enhanced elastic modulus is also revealed as the increase in the slope in the strength–displacement curve shown in Figure S3 upon incorporating MoTe 2 .…”
Section: Results and Discussionmentioning
confidence: 99%