An analytical solution to the equation for cooling of a unit, in the interior of which heat is generated, is presented. For that reason, a simplified non determination of the temperature distribution within the unit, temperature of the contact between unit and a liquid layer, and the evaporating layer thickness in the function of time, is elaborated. A theoretical analysis of the external cooling of the unit, by considering the phenomenon of the liquid evaporation with the use of the Fourier and Poisson's equations, is given. Both, stationary cooling are shown. The obtained results of simulation seems to be useful in designing the similar cooling systems. A calculation mode for a cooling systems equipped with the compressor heat pump, as an effective cooling method, is also performed.Keywords: internal heat evaporation
INTRODUCTONThe problem of cooling components with internal heat sources is now one of the classic problems of heat exchange, commonly recognised in literature. This type of phenomena is described by a general heat conduction equation, which is An analytical solution to the equation for cooling of a unit, in the interior of which heat is generated, is presented. For that reason, a simplified non-stationary model for ion of the temperature distribution within the unit, temperature of the contact between unit and a liquid layer, and the evaporating layer thickness in the function of time, is elaborated. A theoretical analysis of the external cooling of the unit, by sidering the phenomenon of the liquid evaporation with the use of the Fourier and Poisson's equations, is given. Both, stationary-and non-stationary description of the cooling are shown. The obtained results of simulation seems to be useful in designing he similar cooling systems. A calculation mode for a cooling systems equipped with the compressor heat pump, as an effective cooling method, is also performed.