Pages that link to "Item:Q3648640"
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The following pages link to Conductivity of a two-dimensional composite containing elliptical inclusions (Q3648640):
Displaying 16 items.
- Finite cluster model and effective conductivity of a composite with non-randomly oriented elliptic inclusions (Q255210) (← links)
- Equivalent inclusion approach and effective medium approximations for the effective conductivity of isotropic multicomponent materials (Q294444) (← links)
- \(\mathbb R\)-linear problem for multiply connected domains and alternating method of Schwarz (Q357257) (← links)
- Effective anti-plane properties of piezoelectric fibrous composites (Q379168) (← links)
- Schwarz's alternating method in a matrix form and its applications to composites (Q2009532) (← links)
- Effective conductivity of 2D disk-ring composite material (Q2846823) (← links)
- The effective conductivity of a periodic lattice of circular inclusions (Q2865458) (← links)
- A generalised Milne-Thomson theorem for the case of an elliptical inclusion (Q2895870) (← links)
- Poincaré $$\boldsymbol{\alpha }$$ -Series for Classical Schottky Groups (Q3193172) (← links)
- (Q3398777) (← links)
- Conductivity of <i>N</i>-Dimensional Composites Containing Hyperspherical Inclusion (Q3478901) (← links)
- Conduction in a two-phase plane with diamond-shaped tiling (Q3980924) (← links)
- Transport properties of two–dimensional composite materials with circular inclusions (Q4719953) (← links)
- Mathematical Models of Mechanical Fields in Media with Inclusions and Holes (Q5251545) (← links)
- Dipole matrix for the 2D inclusions close to circular (Q5302240) (← links)
- Conductivity of two‐dimensional composites with randomly distributed elliptical inclusions (Q6064400) (← links)
