CONVECTIVE HEAT EXCHANGE FROM THE REFRIGERATING CONTAINER REFRIGERATION UNIT EVAPORATOR SURFACE PROBLEM SIMULATION

Authors

  • В.A. Смик Odessa National Maritime Academy, Ukraine
  • М.А. Козьміних Odessa National Maritime Academy, Ukraine
  • Ю.В. Байдак Odessa National Academy of Food Technologies, Ukraine

DOI:

https://doi.org/10.15673/0453-8307.4/2015.44786

Keywords:

Simulation, Refrigerating container, Refrigeration unit, Evaporator, Forced convection, Rate vector

Abstract

The study is aimed at solving the problem of convective heat transfer calculating in the tubular evaporator unit of  refrigerating container, which is  equipped with fan forced convection. The mathematical model of the problem as a differential equation that establishes the  energy conservation law  in the air cells through the surface of which its movement is carried out is given. Inthe process of the convective heat transfer around the evaporator problem calculating the link between the basic physical quantities in the air − temperature fields and velocity of its movement  was considered. Close relationship of obtained temperature values and air velocity at the outlet from evaporator unit as boundary conditions for further calculation of temperature field in the refrigerator compartment of refrigerating container was proved. Statement of the problem and its simulation wereperformed in a two-dimensional coordinate system, and software environment COMSOL Multiphysics, Femlab 3.0, Fluid Dynamics - Incompressible Navier-Stokes - Convection and Conduction was applied for its solution.  he accomplished calculations have shown that the integral temperature value  at the outlet of the evaporator unit, was calculated taking into account air velocity, which is lower than its values obtained without air movement consideration. The results of the study should be useful during the research of the convective heat transfer phenomenon in the different refrigerating devices, allow to choose evaporator and  fan capacity morereasonably under conditions of obtaining the desired cooling mode for perishable products as well asin the learning process

References

Belyaev N.М. 1989. Оsnovy teploperedachi: Uchebnik. Кyiv.: Vyscha shkola. Golovnoe izd-vo, 343 p.

Gresho, P.M, and Sani, R.L. 2000. Incompressible Flow and the Finite Element Method, Volume 1 & 2, John Wiley & Sons, New York.

Pironneau,O. 1989. Finite Element Methods for Fluids, John Wiley & Sons.

Rose, Alan, and Simpson, Ben. 2000. Laminar, Constant-Temperature Flow Over a Backward Facing Step. 1st NAFEMS Workbook of CFD Examples. Glasgow, UK.

Published

2015-06-21

Issue

Section

Refrigeration engineering