Heat Exchange in Condensing Systems James DiLiegro, Donatus Obot-Etiebet, Katherine Pavlik Department of Chemical Engineering, University of New Hampshire.

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Presentation transcript:

Heat Exchange in Condensing Systems James DiLiegro, Donatus Obot-Etiebet, Katherine Pavlik Department of Chemical Engineering, University of New Hampshire Introduction Results Design Problem Heat Exchangers: transfer heat between two or more substances (gas or liquid) Condensation: gas phase liquid phase Steam enters condenser; reaches latent heat of vaporization at certain distance along condenser; condenses at constant temperature Qlost from hot stream (Steam) = Qgained from cold stream (Water) Q=mHvap Q=mCPΔT Q=UAΔTLM Counter flow produced 25% greater heat transfer coefficient than parallel flow using the Allihn condenser In the concentric tube condenser, the heat transfer coefficient increased as the flow rate of water increased The heat transfer coefficient was over 100% greater in the concentric tube condenser than the Allihn condenser Steam from a pilot-scale power generating turbine (100°C, 1 atm) is to be condensed in a small scale condensing unit Steam = 600 SCFM Water = 15 °C; water cannot boil Specify the type and dimensions of the required condenser Calculate the exit temperature of the water stream Convection Conduction Convection Hot Stream Tube Wall Cold Stream Solution: (highlighted in yellow) ALLIHN CONDENSER Methods Used a Reynolds number relationship to scale the condenser to full size Set the heat loss from the hot stream equal to the heat gain from the cold stream Assumed a cold stream flow rate of 2 kg/s to find the exit temp Data does not give a feasible answer Most likely cause is an ineffective method of measuring mass flow rate Experiment Three flow rates for cold water ( ~3 mL/s, ~10 mL/s, ~16 mL/s) Steam flow rate constant Parallel and counter flow Triplicates Materials & Equipment Electrothermal hot plate Condenser (Concentric and Allihn) Micropump Flow meter Corning 310 thermocouple CONCENTRIC TUBE CONDENSER Conclusion More experimentation is needed The larger expanse of heat transfer coefficients in trial one compared to trial two, suggests possible error in one of the trials Devise a more accurate way to measure steam flow rate References Heat transfer coefficients were 5 to 30 times larger in the first trial Trial one had a larger variance of U, from about 2,000 to as large as 15,000 Trial two had a range of U, from about 400 to 500 The concentric condenser was found to be more efficient than the Allihn condenser Geankoplis, Christie J. "16." Transport Processes and Separation Process Principles (Includes Unit Operations). Engelwood Cliffs, NJ: PTR Prentice Hall, 1993. N. pag. Print.