流体力学与传热课件Heat-Transfer-to-Fluids-with-Phase-Change.ppt
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- 流体力学 传热 课件 Heat Transfer to Fluids with Phase Change
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1、4.5 Heat Transfer to Fluids with Phase Change Processes of heat transfer accompanied by phase change are more complex than simple heat exchange between fluids.A phase change involves the addition or subtraction of considerable quantities of heat at constant or nearly constant temperature.The rate of
2、 phase change may be governed by the rate of heat transfer,but it is often influenced by the rate of nucleation of bubbles,drops,or crystals and by the behavior of the new phase after it is formed.The condensing vapor may consist of a single substance,a mixture of condensable and noncondensable subs
3、tances,or a mixture of two or more condensable vapors.Friction losses in a condenser are normally small,so that condensation is essentially a constant-pressure process.The condensing temperature of a single pure substance depends only on the pressure,and therefore the process of condensation of a pu
4、re substance is isothermal.Also,the condensate is a pure liquid.Mixed vapors,condensing at constant pressure,condense over a temperature range and yield a condensate of variable composition until the entire vapor stream is condensed,The condensation of mixed vapors is complicated and beyond the scop
5、e this text.Dropwise and film-type condensation A vapor may condense on a cold surface in one of two ways,which are well described by the terms dropwise and film-type.In film condensation the liquid condensate forms a film of liquid that flows over the surface of the tube under the action of gravity
6、.It is the layer of liquid interposed between the vapor and the wall of the tube which provides the resistance to heat flow and therefore which fixes the value of the heat-transfer coefficient.In dropwise condensation the condensate begins to form at microscopic nucleation sites.Typical sites are ti
7、ny pits,scratches,and dust specks.The drops grow and coalesce with their neighbors to form visible fine drops.The fine drops,in turn,coalesce into rivulets,which flow down the tube under the action of gravity,sweep away condensate,and clear the surface for more droplets.Because of this the heat-tran
8、sfer coefficient at these areas is very high;the average coefficient for dropwise condensation may be 5 to 8 times that for film-type condensation.The average coefficient obtainable in pure dropwise condensation is as high as 114kW/m2.C.Although attempts are sometimes made to realize practical benef
9、its from these large coefficients by artificially inducing dropwise condensation.This type of condensation is so unstable and the difficulty of maintaining it so great that the method is not common.Also the resistance of the layer of condensate even in film-type condensation is ordinarily small in c
10、omparison with the resistance inside the condenser tube,and increase in the overall coefficient is relatively small when dropwise condensation is achieved.Coefficients for film-type condensation The basic equation for the rate of heat transfer in film-type condensation were first derived by Nusselt
11、Two forces remaining acting on the control volume are shear force and gravity in the direction of flow.dyygdudyduldxglydxyy或Integration of the equation between limits uy=0,y=0 gives the velocity distribution221yyguy321112020gdyyygdyuuyaverage velocity across entire film flowrate of the condensate pa
12、ssing through the cross section at x 3132gumdgdm22andThe rate of heat-transferdgdm22The rate of the heat transfers from a fluid to the wall by the conductionwsttdxkdg1224124gtkxIntegrating between limits =0 for x=0,=for x=x The local heat-transfer coefficient across the condensate film can be derive
13、d,based on the Newtonian law of cooling and the thermal conduction41324txgkkhx(4.5-3)(13-12)so413204341tLgkdxhLhLxThe local heat-transfer coefficient varies with the position from the entrance.The mean individual coefficient is attainable4132943.0tLgkhHowever,for laminar flow,experimental data are a
14、bout 20%above Eq.(4.5-12)(4.5-12)orHence,the final recommended expression for vertical surfaces in laminar flow is413213.1TLkghHorizontal tubes The following equation applies to single horizontal tubes(4.5-14)The equation can be used as they stand for calculating heat-transfer coefficients for film-
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