Application of size and shape dependent model for shearmodulus of nanomaterials
Publication details: New Delhi CSIR 2022Edition: Vol.60(11), NovDescription: 951-960pSubject(s): Online resources: In: Indian journal of pure & applied physics (IJPAP)Summary: A simple theory based on bond energy model is developed. The model is used to predict the size and shape dependenceof shear modulus of different nanomaterials. The results obtained are compared with the our theoretical predictions as wellas experimental data. In small size range (<10nm) there is a very good agreement between earlier predictions as well asexperimental observations. It is discussed that present model is very simple as compared with the earlier model. In additionto this, our model includes the effect of shape also, which has not been considered in earlier theory. Due to the simplicityand applicability of the model, it can be used to understand the size and shape dependence of shear modulus ofnanomaterials. To the best of our knowledge, such simple model is not yet available in the literature to predict the size andshape dependence of shear modulus.| Item type | Current library | Status | Barcode | |
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Articles Abstract Database
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School of Engineering & Technology Archieval Section | Not for loan | 2023-0651 |
A simple theory based on bond energy model is developed. The model is used to predict the size and shape dependenceof shear modulus of different nanomaterials. The results obtained are compared with the our theoretical predictions as wellas experimental data. In small size range (<10nm) there is a very good agreement between earlier predictions as well asexperimental observations. It is discussed that present model is very simple as compared with the earlier model. In additionto this, our model includes the effect of shape also, which has not been considered in earlier theory. Due to the simplicityand applicability of the model, it can be used to understand the size and shape dependence of shear modulus ofnanomaterials. To the best of our knowledge, such simple model is not yet available in the literature to predict the size andshape dependence of shear modulus.
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