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Unformatted text preview: cooling coil, while the second component is a freezing chamber. Water at 15C and 100 kPa enters the cooling coil at 0.05 kg/s and exits at 0C as a 50% - 50% mixture by mass of liquid and solid. Determine the heat transfer rate in kW for the cooling coil. Hint: The enthalpy for subcooled liquid or solid can be calculated from the tables with sub.liq.: h 1 = h f (at T 1 ) + v f (at T 1 ) x [P 1-P sat (at T 1 )] sub.sol.: h 1 = h i (at T 1 ) + v i (at T 1 ) x [P 1-P sat (at T 1 )] Cooling Coil Ice/Liquid Mixture Liquid Water...
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This note was uploaded on 07/25/2008 for the course ME 201 taught by Professor Somerton during the Spring '06 term at Michigan State University.
- Spring '06