Log Mean Temperature Difference (Parallel Flow)
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In parallel (co-current) flow both fluids enter at the same end, so the pairing changes: ΔT₁ = Th,in − Tc,in at the inlet end and ΔT₂ = Th,out − Tc,out at the outlet end. The same 150 °C oil and 30 °C water, delivered to 90 °C and 70 °C, now give terminals of 120 K and 20 K and a log mean of only 55.8 K — a fifth less driving force than the counterflow arrangement, from identical fluids at identical temperatures. Same duty, same U, and you need 25% more surface. That is why counterflow is the default and parallel flow needs a reason.
It does have reasons. Parallel flow puts the biggest ΔT where the cold fluid is coldest, which brings a viscous fluid up to temperature fast, and it holds the hot-end wall temperature lower, which matters when a product scorches, a coating cures or a thermally sensitive fluid must never see a hot tube. The hard limit is thermodynamic: the two outlet temperatures can approach each other but can never cross, so a parallel-flow unit can never heat the cold stream above the hot stream's exit. If your process needs a cross, no amount of surface in a co-current unit will deliver it.
- = Log mean temperature difference
- = Hot stream inlet
- = Hot stream outlet
- = Cold stream inlet
- = Cold stream outlet
- Log mean temperature difference — Log Mean Temperature Difference (Counterflow), Heat Exchanger Duty (Q = U·A·F·LMTD)
- Hot stream inlet — Maximum Possible Heat Transfer (Qmax), Mixed Air Temperature
- Hot stream outlet — Maximum Possible Heat Transfer (Qmax), Mixed Air Temperature
- Cold stream inlet — Maximum Possible Heat Transfer (Qmax), Mixed Air Temperature
- Cold stream outlet — Maximum Possible Heat Transfer (Qmax), Mixed Air Temperature