Pages that link to "Item:Q1625304"
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The following pages link to Stress field and effective elastic moduli of periodic spheroidal particle composite with Gurtin-Murdoch interface (Q1625304):
Displaying 10 items.
- Elastic interaction of spherical nanoinhomogeneities with Gurtin-Murdoch type interfaces (Q361453) (← links)
- Elastic fields and effective stiffness of ellipsoidal particle composite using the representative unit cell model and multipole expansion method (Q784949) (← links)
- Microstresses and effective elastic moduli of a solid reinforced by periodically distributed spheroidal particles (Q1289896) (← links)
- Maxwell's methodology of estimating effective properties: alive and well (Q2003091) (← links)
- Elastic interaction between ellipsoidal inhomogeneities with imperfect interface and effective stiffness of particulate composite (Q2003131) (← links)
- A compatible multiscale model for nanocomposites incorporating interface effect (Q2134674) (← links)
- Analysis of the antiplane problem with an embedded zero thickness layer described by the Gurtin-Murdoch model (Q2196511) (← links)
- On the stress analysis around a nanoinhomogeneity embedded in a half-space with the account of Steigmann-Ogden interface effects (Q2247364) (← links)
- Closed-form formulas for the effective properties of random particulate nanocomposites with complete Gurtin-Murdoch model of material surfaces (Q2359100) (← links)
- Hybrid homogenization theory with surface effects: application to columnar nanoporous materials (Q6093855) (← links)
