Melnik, (R.)V.N.
Macroscopic mathematical models for intelligent structures are discussed. Due to a fundamental connection between densities of drift and diffusion currents and inter-dependency of relaxing particles such mathematical models acquire non-local features. This requires adequate mathematical tools in description of underlying physical and chemical processes. Some such tools are considered.
Key words: coupled mathematical models; drift-diffusion; dynamic electroelasticity; hyperbolic-elliptic coupling; numerical approximations; non-local features; relaxation phenomena.
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