How to select an industrial heat exchanger
How to select an industrial heat exchanger: the 7 technical criteria | BOIXAC Technical Guide › Industrial Heat Exchangers How to select an industrialheat exchanger: the 7 criteria Selecting a heat exchanger is not a catalogue choice. It depends on seven interdependent technical criteria —and many other variables that no guide can fully capture. Field experience and deep knowledge of real equipment behaviour are just as decisive as any formula. BOIXAC Technical Office 21 May 2026 Reading: ~8 min Indicative technical content — please read before continuing This guide describes some of the criteria involved in selecting an industrial heat exchanger. It is not a complete guide, nor can it be: there are process variables, installation conditions and accumulated experience factors that cannot be captured in any document. Any technical decision regarding real equipment requires a specific analysis of the particular process conditions. When someone asks “which heat exchanger do I need?”, the correct answer is never a catalogue model. Nor is it a list of seven criteria. Behind every industrial process there are variables that appear on no datasheet: the actual behaviour of a fluid under variable process conditions, the experience accumulated from similar applications, the subtleties that determine whether a solution will work well in the long run. This guide describes the documentable criteria. The rest comes from deep sector knowledge. Contents of this guide Criterion 1 — Characterise the process fluid Criterion 2 — Temperature conditions Criterion 3 — Required thermal power Criterion 4 — Allowable pressure drop Criterion 5 — Construction material Criterion 6 — Cleaning and maintenance Criterion 7 — Applicable PED regulations Indicative power calculator (Criterion 3) The 7 selection criteria 01 Characterise the process fluid The starting point is the precise characterisation of the two fluids that will flow through the equipment —the hot fluid and the cold fluid— under real operating conditions, not standard or laboratory conditions. For each fluid it is necessary to determine: type (gas, liquid, saturated steam, two-phase fluid), full chemical composition, pH, suspended or fibrous solids content, dynamic viscosity and thermophysical properties —density, specific heat and thermal conductivity— at the actual working temperature. When the fluid is a mixture, the mixture properties do not always coincide with those of any of its components. Corrosive, viscous or particle-laden fluids directly condition the admissible construction types and materials. The compatibility of a fluid with a given material depends on the exact composition, temperature and concentration: what is suitable in one environment may be completely unsuitable in a superficially similar one. A viscous fluid affects the flow regime and therefore the achievable heat transfer coefficient. Why it is not trivial: the thermophysical properties of a fluid change significantly with temperature. Air at 200°C has a density of 0.746 kg/m3 compared to 1.20 kg/m3 at room temperature. Using 20°C properties for a high-temperature process introduces significant deviations in basic calculations —greater the larger the temperature difference. Document: fluid technical datasheet and safety data sheet Common error: 20°C properties used for high-temperature processes 02 Define the temperature conditions The inlet and outlet temperatures of each fluid (T1 and T2) must be established precisely. From these, the log mean temperature difference (LMTD) is derived, which is the driving force for heat transfer and the basis of the design equation Q = U · A · LMTD. Checking the limits is as important as the central value. Maximum temperatures must be compatible with the structural material and fluid conditions; minimum temperatures, with the risk of unwanted condensation or acid dewpoint in combustion gases. The temperature at which combustion gases can condense acids in the exchanger varies depending on the fuel, air excess and other process conditions —and is one of the parameters that must be evaluated case by case. It should be noted that working with condensing gases —including gases from the combustion of natural gas or other fuels such as diesel or fuel oil— is perfectly viable technically when the equipment is designed for this condition. In these cases, the gas outlet temperature may be below the dewpoint, and the heat exchanger must be designed to handle this. Why the order of criteria matters: temperatures define the fluid properties used in all subsequent calculations. Defining the temperature first and then looking up properties at that temperature is the only rigorous order. Key data: inlet T / outlet T for each fluid Combustion gases: assess acid condensation risk (depends on fuel and conditions) Thermal oil degradation T: always consult the datasheet of the specific fluid 03 Determine the required thermal power The thermal power Q (kW) is the central sizing parameter. It is obtained by applying the thermodynamic formulas corresponding to the fluid type, using properties interpolated at the actual working temperature — not at ambient temperature. Sensible fluid (liquids, gases) Q = ṁ · cp(Tm) · ΔT ṁ Mass flow rate [kg/s]. If the flow is volumetric: ṁ = ρ(T1) · Q̇ — where ρ is evaluated at T1, not at T_m cp(Tm) Specific heat at mean temperature Tm = (T1+T2)/2 [kJ/(kg·K)] ΔT |T1 − T2| [K] Saturated steam (full condensation) Q = ṁ · hfg(Tsat) hfg Latent heat of vaporisation [kJ/kg], from IAPWS-IF97 tables. At 1 bar: 2,257 kJ/kg. At 4 bar: 2,134 kJ/kg. At 8 bar: 2,048 kJ/kg. Humid air (sensible + latent heat) Q = ṁas · |h1 − h2| ṁas Dry air flow rate = ṁmixture/(1+W1), where W1 is the inlet specific humidity h = 1.006·T + W·(2501 + 1.86·T) [kJ/kgda] — mixture enthalpy The calculated Q value is a starting point for the technical discussion. In practice, equipment selection takes into account the progressive degradation of heat transfer over time due to fouling. How much margin is appropriate in each case depends on the fluid, operating conditions, expected maintenance frequency and knowledge of the specific application. Why the formula is not enough: Q determines the order of magnitude of the required exchange surface, but the overall heat transfer coefficient U —on which the actual surface depends— varies enormously … Read more