On quantitative characterization of microstructures and effective properties

By M. Kachanov, I. Sevostianov. 2005

266 citations recorded by the source corpus.

Subfields: Biomedical Engineering, Mechanics of Materials

View Paper: https://www.semanticscholar.org/paper/38d8a9f9937c23471a9aae263777bcfa5451d9c6

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In Biomedical Engineering

1. I. Sevostianov
2. M. Kachanov
3. Tarek I. Zohdi
4. Peter Wriggers

In Mechanics of Materials

1. I. Sevostianov
2. M. Kachanov
3. Tarek I. Zohdi
4. Peter Wriggers
5. S. Moftah
6. M. Hain

Citations in the corpus

• On approximate symmetries of the elastic properties and elliptic orthotropy (2008, background): “E-mail addresses: igor@nmsu.edu (I. Sevostianov), mark.kachanov@tufts.edu (M. Kachanov). appropriate, then, to simply select the highest possible elastic symmetry (orthotropy, transverse isotropy or even isotropy) that fits the data reasonably well.”
• On computation of the compliance and stiffness contribution tensors of non ellipsoidal inhomogeneities (2008, methodology): “One alternative is to use the boundary element method that does not utilize volume discretization (as is done in works of Ekneligoda and Zimmerman, 2006 and Mear et al., 2007). If one chooses to use the FEM, then advanced versions of the FEM should be used, that utilize adaptively refined meshes whe”
• Effect of interphase layers on the overall elastic and conductive properties of matrix composites. Applications to nanosize inclusion (2007, background): “The problem arises of identifying those parameters of the interface (its relative thickness, property variability across the thickness) that produce a dominant effect on the overall elasticity or overall conductivity (for the general discussion of proper microstructural parameters, see Kachanov and”
• Normal and tangential compliances of interface of rough surfaces with contacts of elliptic shape (2008, background): “In this connection, we mention a more general discussion of the proper microstructural parameters given by Kachanov and Sevostianov (2005) in the context of materials with inhomogeneities.”