Modeling micro-inertia in heterogeneous materials under dynamic loading
By Ze-ping Wang, Chin-teh Sun. 2002
113 citations recorded by the source corpus.
Subfields: Materials Chemistry, Mechanics of Materials
View Paper: https://www.semanticscholar.org/paper/4595a36af4c5f586dbf77a2618bca1c79169761a
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In Materials Chemistry
In Mechanics of Materials
- H. Askes
- I. Gitman
- T. Bennett
- Martin Ostoja-Starzewski
- Ankit Srivastava
- Elias C. Aifantis
- Lambertus J. Sluys
- Marcin Marek Kaminski
Citations in the corpus
- Scale effects in plasticity of random media: status and challenges (2005, methodology): “It is of interest to note the effective equation of motion (for the RVE), derived by Wang and Sun (2003)”
- Elastic metamaterials and dynamic homogenization: a review (2014, background): “Additionally, there have been other efforts to bridge the scales for the study of dispersive systems based upon variational formulations [79], micromechanical techniques [80], Fourier transform of the elastodynamic equations [81], and strain projection methods [82].”
- Elasticity Theories with Higher-order Gradients of Inertia and Stiffness for the Modelling of Wave Dispersion in Laminates (2007, methodology): “Especially formats of gradient elasticity with inertia gradients have been used by many researchers to capture wave dispersion (Rubin et al., 1995; Chen and Fish, 2001; Wang and Sun, 2002 ).”
- Reduced Bloch mode expansion for periodic media band structure calculations (2008, unknown): “…solvers for the Bloch eigenvalue problem (Axmann & Kuchment 1999; Dobson 1999; Johnson & Joannopoulos 2001) and extension of homogenization methods to capture dispersion (McDevitt et al. 2001; Wang & Sun 2002; Hussein 2004; Nagai et al. 2004; Hussein & Hulbert 2006; Gonella & Ruzzene 2008).”