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Abstract
A mathematical model of heat and mass transfer in a two-dimensional continuum with thin canal is obtained. The so-called multifield model is described by a system of differential equations, which have different dimensions on the space variables. The finite element and finite difference methods are used for numerical analysis of the corresponding initial boundary value problem. Numerical results for the case of small Péclet numbers are presented in the form of figures.
Notes
Address correspondence to Professor Yarema Savula, Decan of the Applied Mathematic and Computer Science Department, I. Franko Lviv State University, 1, Universitetska Str., 290602, Lviv, Ukraine. E-mail: [email protected]
