Pages that link to "Item:Q828475"
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The following pages link to Perturbation analysis of the effective conductivity of a periodic composite (Q828475):
Displaying 13 items.
- Effective conductivity of a periodic dilute composite with perfect contact and its series expansion (Q721344) (← links)
- Three-phase model for a composite material with cylindrical circular inclusions. I: Application of the boundary shape perturbation method (Q1617971) (← links)
- Increase and decrease of the effective conductivity of two-phase composites due to polydispersity (Q1777932) (← links)
- Windows washing method of multiscale analysis of the in-situ nano-composites (Q2145233) (← links)
- Analytical evaluation of the effective electric resistivity and Hall coefficient in the rectangular and triangular checkerboard composites (Q2688525) (← links)
- An explicit formula for computing the sensitivity of the effective conductivity of heterogeneous composite materials to local inclusion transport properties and geometry (Q2874203) (← links)
- Conductivity of a periodic particle composite with transversely isotropic phases (Q3128275) (← links)
- The effective conductivity of composites (Q3973415) (← links)
- Shape analyticity and singular perturbations for layer potential operators (Q5044408) (← links)
- Existence results for a nonlinear nonautonomous transmission problem via domain perturbation (Q5053046) (← links)
- Multi-parameter analysis of the obstacle scattering problem (Q5071182) (← links)
- The functional analytic approach for quasi-periodic boundary value problems for the Helmholtz equation (Q6187490) (← links)
- Existence result for a nonlinear mixed boundary value problem for the heat equation (Q6640890) (← links)
