Author(s):
1. Cvete Dimitrieska, Tehnicki fakultet , Macedonia
2. Igor Andreevski, TFB, Macedonia
3. Sevde Stavreva, Univerzitetot “Sv. Kliment Ohridski” - Bitola, Macedonia
4. Sanja P Vasilevska, Macedonia

Abstract:
Summary: Analytical solving of the equations’ system defining the fluid flow and heat transfer processes in a plate heat-exchange wherein the equations belong to the group of elliptical and parabolic ones together with the postulated boundary and initial conditions, represents a solution seldom encountered in a closed form. Hence the necessity of solving the system numerically, i.e. the need to perform a discretization of the equations. When the equation systems concern specific engineering problems, especially ones having to do with solving of two-dimensional stationary problems, it is recommendable to solve the elliptical differential equations by means of applying a deduced method, to with, the Poisson’s formulation of streamline-vortex , , in a general two-dimensional form.

Key words:
Key words: fluid flow, heat transfer, mathematical model, vortex, streamline, numerical solution..

Thematic field:
Energy and Thermal Engineering

Date of abstract submission:
10.05.2015.

Conference:
12th International conference on accomplishments in Electrical and Mechanical Engineering and Information Technology (DEMI 2015)

Final paper