Add to ORKGWe study the system of partial differential equations which describes the diffusion of a penetrant liquid in a polymer. We construct weak solutions to the initial-boundary value problem for this system in a bounded domain. KEY WORDS: anomalous diffusion, polymer—penetrant systems, topological degree, weak solution, nonlinear PDE
We study the existence of global-in-time weak solutions to a coupled microscopic-macroscopic bead-sp...
We present a technique to prove existence and analytic dependence with respect to the relevant pertu...
In the context of analyzing a new model for nonlinear diffusion in polymers, an unusual condition a...
AbstractAnomalous diffusion of liquid penetrants in glassy polymers is formulated as a moving boundr...
Anomalous diffusion of liquid penetrants in glassy polymers is formulated as a moving boundry proble...
In certain polymer-penetrant systems, nonlinear viscoelastic effects dominate those of Ficlcian diff...
In certain polymer-penetrant systems, nonlinear viscoelastic effects dominate those of Fickian diffu...
The initial-boundary value problem for the mathematical model of low-concentrated aqueous polymer so...
AbstractDiffusion of a penetrant liquid in a polymer does not satisfy Fick's law but requires viscoe...
AbstractWe study the system of differential equations which describes the diffusion of a penetrant l...
We propose an alternative model of diffusion in polymers, which may explain formation of propagating...
Abstract. We propose an alternative model of diffusion in polymers, which may explain formation of p...
Abstract. A family of 1-D moving boundary models describing the diu-sion of a nite amount of a penet...
We study the problem of existence of a weak solution to the initial-boundary value thermoviscoelasti...
Abstract. We study the existence of global-in-time weak solutions to a coupled microscopic-macroscop...
We study the existence of global-in-time weak solutions to a coupled microscopic-macroscopic bead-sp...
We present a technique to prove existence and analytic dependence with respect to the relevant pertu...
In the context of analyzing a new model for nonlinear diffusion in polymers, an unusual condition a...
AbstractAnomalous diffusion of liquid penetrants in glassy polymers is formulated as a moving boundr...
Anomalous diffusion of liquid penetrants in glassy polymers is formulated as a moving boundry proble...
In certain polymer-penetrant systems, nonlinear viscoelastic effects dominate those of Ficlcian diff...
In certain polymer-penetrant systems, nonlinear viscoelastic effects dominate those of Fickian diffu...
The initial-boundary value problem for the mathematical model of low-concentrated aqueous polymer so...
AbstractDiffusion of a penetrant liquid in a polymer does not satisfy Fick's law but requires viscoe...
AbstractWe study the system of differential equations which describes the diffusion of a penetrant l...
We propose an alternative model of diffusion in polymers, which may explain formation of propagating...
Abstract. We propose an alternative model of diffusion in polymers, which may explain formation of p...
Abstract. A family of 1-D moving boundary models describing the diu-sion of a nite amount of a penet...
We study the problem of existence of a weak solution to the initial-boundary value thermoviscoelasti...
Abstract. We study the existence of global-in-time weak solutions to a coupled microscopic-macroscop...
We study the existence of global-in-time weak solutions to a coupled microscopic-macroscopic bead-sp...
We present a technique to prove existence and analytic dependence with respect to the relevant pertu...
In the context of analyzing a new model for nonlinear diffusion in polymers, an unusual condition a...