Hot gas enters a finned-tube, crossflow heat exchanger at 300 °C and exits at 100 °C. Assume that both fluids are unmixed. The gas is used to heat pressurized water flowing at 1 kg/s from 35 °C to 125 °C. Assume constant properties and use 1000 J/kg K and 4197 J/kg K as the specific heat of the gas and the water, respectively. The overall heat transfer coefficient, based on the gas-side surface area is U₁ = 100 W/m² K. Please determine the required gas side surface area (Aʼn), using the NTU method. Repeat the problem using the LMTD method. Compare your results by quantifying the difference between the two methods with a percent difference and write an observation/conclusion for this result.

Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
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Hot gas enters a finned-tube, crossflow heat exchanger at 300 °C and exits at 100 °C. Assume
that both fluids are unmixed. The gas is used to heat pressurized water flowing at 1 kg/s from 35
°C to 125 °C. Assume constant properties and use 1000 J/kg K and 4197 J/kg K as the specific
heat of the gas and the water, respectively. The overall heat transfer coefficient, based on the
gas-side surface area is U₁ = 100 W/m² K. Please determine the required gas side surface area
(Aʼn), using the NTU method. Repeat the problem using the LMTD method. Compare your
results by quantifying the difference between the two methods with a percent difference and
write an observation/conclusion for this result.
Transcribed Image Text:Hot gas enters a finned-tube, crossflow heat exchanger at 300 °C and exits at 100 °C. Assume that both fluids are unmixed. The gas is used to heat pressurized water flowing at 1 kg/s from 35 °C to 125 °C. Assume constant properties and use 1000 J/kg K and 4197 J/kg K as the specific heat of the gas and the water, respectively. The overall heat transfer coefficient, based on the gas-side surface area is U₁ = 100 W/m² K. Please determine the required gas side surface area (Aʼn), using the NTU method. Repeat the problem using the LMTD method. Compare your results by quantifying the difference between the two methods with a percent difference and write an observation/conclusion for this result.
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