Pages that link to "Item:Q1627103"

The following pages link to Effective conductivity of composite with imperfect contact between elliptic fibers and matrix: Maxwell's homogenization scheme (Q1627103):

Displaying 15 items.

• On effective properties of materials at the nano- and microscales considering surface effects (Q255195) (← links)
• Finite cluster model and effective conductivity of a composite with non-randomly oriented elliptic inclusions (Q255210) (← links)
• Overall thermal conductivity of a fiber reinforced composite with partially debonded inhomogeneities (Q1623254) (← links)
• Interacting ellipsoidal inhomogeneities by multipole expansion method and effective conductivity of particulate composite (Q1626408) (← links)
• Bridging tensor with an imperfect interface (Q1658007) (← links)
• Maxwell's methodology of estimating effective properties: alive and well (Q2003091) (← links)
• Refinement of the Maxwell formula for composite reinforced by circular cross-section fibers. I: Using the Schwarz alternating method (Q2661124) (← links)
• Effective conductivity of a composite material with stiff imperfect contact conditions (Q2795236) (← links)
• A heat conduction problem of 2D unbounded composites with imperfect contact conditions (Q3456527) (← links)
• Local fields and effective conductivity tensor of ellipsoidal particle composite with anisotropic constituents (Q4646886) (← links)
• Surface effects of network materials based on strain gradient homogenized media (Q5132088) (← links)
• An Extremum-Preserving Iterative Procedure for the Imperfect Interface Problem (Q5161387) (← links)
• Effective transport properties of composites with a doubly‐periodic array of fiber pairs and with a triangular array of fibers (Q6064379) (← links)
• Analysis of effective properties of poroelastic composites with surface effects depending on boundary conditions in homogenization problems (Q6097192) (← links)
• General imperfect interface model for spherical-circular inclusion composites (Q6544689) (← links)