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Parallel or counterflow

Heat-exchanger ΔTlm

Th,inTh,outTc,inTc,out

Inputs

Choose parallel or counterflow for the displayed terminal-temperature relationship.
Hot-stream temperature at its inlet.
Hot-stream temperature at its outlet.
Cold-stream temperature at its inlet.
Cold-stream temperature at its outlet.
User-entered overall heat-transfer coefficient for the stated exchanger condition; it is not derived here.
User-entered effective transfer area; no geometry or fouling factor is inferred.

Results

Log mean temperature difference

37.444

Declared-UA heat-transfer rate

67.4

Required area per 1 kW at declared U

0.059347

m²/kW
First terminal difference

35

Second terminal difference

40

ΔTlm = (ΔT1 − ΔT2) / ln(ΔT1/ΔT2); Q = UAΔTlm, counterflow

A first-pass number, not a code check, certification, or approval. Read the method and its limits below. What this is and is not.

Nearby: Sensible heat · Plane-wall conduction · Thermal radiation exchange · Convection heat rate

Method

Formula, when it applies, and when it does not

Resolve the logarithmic mean temperature difference from four terminal temperatures and one selected flow arrangement.

ΔTlm = (ΔT1 − ΔT2) / ln(ΔT1/ΔT2); Q = UAΔTlm, counterflow

When

  • Steady terminal temperatures
  • No correction factor
  • Single parallel or counterflow arrangement

Don’t

  • This evaluates only ideal parallel or counterflow LMTD and user-entered UA arithmetic. It excludes correction factors, phase change, heat capacity rates, fouling, heat-transfer-coefficient derivation, pressure drop, transient behavior, materials, exchanger design/selection/rating, safety, and approval.

Incropera & DeWitt, Fundamentals of Heat and Mass Transfer