Size-Dependent Eshelby’s Tensor for Embedded Nano-Inclusions Incorporating Surface/Interface Energies

By P. Sharma, S. Ganti. 2004

489 citations recorded by the source corpus.

Subfields: Materials Chemistry, Mechanics of Materials

View Paper: https://www.semanticscholar.org/paper/e8efae40f586b2f7e26d08c69c5c6b3edc9ef9e5

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In Materials Chemistry

1. Francesco dell'Isola
2. Tungyang Chen
3. Jianxiang Wang
4. Huiling Duan
5. P. Sharma
6. L. Sun
7. Z. P. Huang
8. Zhuping Huang

In Mechanics of Materials

1. Francesco dell'Isola
2. L. Sun
3. Z. P. Huang
4. Tungyang Chen
5. Jianxiang Wang
6. Huiling Duan
7. Ali Javili
8. Zhuping Huang

Citations in the corpus

• Geometrically nonlinear higher-gradient elasticity with energetic boundaries (2013, background): “…e.g. for inclusions, and the size-dependent elastic state of the material has been widely investigated recently e.g. in (Sharma et al., 2003; Sharma and Ganti, 2004; Sharma and Wheeler, 2007; Duan et al., 2005a,b; Duan and Karihaloo, 2007; Benveniste and Miloh, 2001; Huang and Sun, 2007;…”
• A novel atomistic approach to determine strain-gradient elasticity constants: Tabulation and comparison for various metals, semiconductors, silica, polymers and the (Ir) relevance for nanotechnologies (2007, background): “Gurtin and Murdoch (1975, 1978), Cammarata and Sieradzki (1994), Li and Dunn (1998), Steigmann and Ogden (1999), Miller and Shenoy (2000), Kukta et al. (2002), Sharma et al. (2003), Sharma and Ganti (2004) , Duan et al. (2005), He et al. (2004) and Mi and Kouris (2006).”
• Effects of particle size, particle/matrix interface adhesion and particle loading on mechanical properties of particulate–polymer composites (2008, methodology): “Most previous work was conducted based on Eshelby’s inclusion theory [135] for those composites comprised of well-defined inclusions dispersed in a connected matrix phase.”
• Curvature-dependent surface energy and implications for nanostructures (2011, background): “Several works then followed: studies on inclusions (Sharma et al., 2003; Sharma and Ganti, 2004; Duan et al., 2005a, 2005b; He and Li, 2006; Tian and Rajapakse, 2007; Mi and Kouris, 2007), thin films and nanoparticles (Streitz et al., 1994; Dingreville et al., 2005), computational schemes,…”
• Effects of surface and flexoelectricity on a piezoelectric nanobeam (2014, background): “The effect of the surface on the elastic problems such as the Eshelby tensor for embedded inclusions [7, 8], and structural behavior of nanowires [9–15], has been investigated in detail recently.”