A theory of hyperelasticity of multi-phase media with surface/interface energy effect

By Zhuping Huang, Jianxiang Wang. 2006

197 citations recorded by the source corpus.

Subfields: Biomedical Engineering, Mechanics of Materials

View Paper: https://www.semanticscholar.org/paper/521e8a8b7a6ff863936abb8b06360ea262881774

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In Biomedical Engineering

1. Zhuping Huang
2. Ya-pu Zhao
3. Harold S. Park
4. Patrick A. Klein
5. Zhi-Qiao Wang

In Mechanics of Materials

1. Zhuping Huang
2. Patrick A. Klein
3. Ya-pu Zhao
4. Harold S. Park
5. P. Sharma
6. P. Chhapadia
7. P. Mohammadi

Citations in the corpus

• The effects of surface tension on the elastic properties of nano structures (2010, background): “(B2) and noting that rs 1⁄4 c 0I0 for isotropic materials, the elastic stress field b T in the bulk should satisfy [12] b T r 1⁄4 0 ðin the bulkÞ ð41Þ N sb Tt N 1⁄4 c 0I0 : b0; ðon the surfaceÞ ð42Þ P0 sb Tt N 1⁄4 r0sc 0; where P0 = 1 N N is the perpendicular projection of the space of all vectors u”
• Surface stress effects on the resonant properties of metal nanowires: The importance of finite deformation kinematics and the impact of the residual surface stress (2008, background): “Because (1) represents the total energy of the nanostructure as decomposed into bulk and surface contributions, minimization of the energy leads directly to a force balance [54, 71], which carries the clear physical meaning that at equilibrium, the bulk forces will balance the surface forces that or”