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most citedIsotropic Conductivity of Two-Dimensional Three-Component Symmetric Composites

16 citations · 47 across the 41 of their papers we have counts for

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physics.flu-dyn2016

Stability of Axisymmetric Liquid Bridges

Boris Rubinstein

We study stability of axisymmetric liquid bridges between two axisymmetric solid bodies in the absence of gravity under arbitrary asymmetric perturbations which are expanded into a…

physics.flu-dyn2014

Stability of Axisymmetric Pendular Rings

Leonid G. Fel, Boris Y. Rubinstein

Based on the Weierstrass representation of second variation we develop a non-spectral theory of stability for isoperimetric problem with minimized and constrained two-dimensional f…

physics.flu-dyn2012★ 3 cited

Theory of Pendular Rings Revisited

Boris Y. Rubinstein, Leonid G. Fel

We present the theory of liquid bridges between two axisymmetric solids, sphere and plane, with prescribed contact angles in a general setup, when the solids are non-touching, touc…

physics.flu-dyn2009

Effects of Material Symmetry on the Coefficients of Transport in Anisotropic Porous Media

Jacob Bear, Leonid G. Fel, Yoram Zimmels

The objective of this article is to highlight certain features of a number of coefficients that appear in models of phenomena of transport in anisotropic porous media, especially t…

physics.flu-dyn2009★ 1 cited

Dispersion and Dispersivity Tensors in Saturated Porous Media with Uniaxial Symmetry

Leonid G. Fel, Jacob Bear

The coefficients of dispersion, D_{ij}, and the dispersivity, a_{ijkl}, appear in the expression for the flux of a solute in saturated flow through porous media. We present a detai…

physics.flu-dyn2004

Plateau Instability of Liquid Crystalline Cylinder in Magnetic Field

Leonid G. Fel, Yoram Zimmels

The capillary instability of a LC cylinder in magnetic field is considered using an energy approach. The boundary problem is solved in the linear approximation of the anisotropy $χ…