Comparing Remote Heat Exchangers for Cooling Circuit

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SUMMARY

This discussion focuses on comparing two remote heat exchangers (HE) specifically designed for a cooling circuit utilizing cross-flow finned tube technology with a glycol mixture of 37%. The primary challenge is the discrepancy between the volumetric flow rates from factory testing and the actual cooling circuit requirements. To assess the performance of the heat exchangers in the specified cooling circuit, users must calculate the heat transfer coefficient (U) from factory test data and apply it to their unique conditions, including computing the Log Mean Temperature Difference (LMTD).

PREREQUISITES
  • Understanding of heat transfer principles, specifically the Log Mean Temperature Difference (LMTD)
  • Familiarity with heat exchanger performance metrics and factory testing data
  • Knowledge of fluid dynamics, particularly volumetric flow rates
  • Experience with cross-flow finned tube heat exchanger design
NEXT STEPS
  • Calculate the heat transfer coefficient (U) using factory test data
  • Compute the Log Mean Temperature Difference (LMTD) for the cooling circuit
  • Analyze the impact of varying flow rates on heat exchanger performance
  • Research best practices for optimizing heat exchanger design in high-temperature applications
USEFUL FOR

Engineers and technicians involved in HVAC design, thermal system optimization, and anyone responsible for selecting or evaluating heat exchangers for cooling applications.

mickdangerous
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I need to compare two remote heat exchangers (HE) of the cross-flow finned tube air & glykol 37%. The HE vendors provided me with basic stat sheets from factory testing. My issue is that the volumetric flow rates for the factory testing are different from the cooling circuit I have to place the HE in. Is there a practical way for me to determine the performance of these HEs in my cooling circuit? This is a two circuit HE, but my concern is with the high temperature circuit.

Cooling circuit parameters known
temp in
temp out
flow rate
medium
heat to be dissipated
ambient temp = 122F

Heat exchanger parameters known from factory testing
temp in (both sides)
temp out (both sides)
air flow
face velocity
heat exchanged
flow rate
ambient temp = 122F

thank you for your help
 
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Yes, the equation for heat transferred is
Q=U\times Ar\times LMTD


Get the heat transfer coefficient U from the factory test. Then apply it to your conditions. You must be able to compute the LMTD independently.
 
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