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Pipe Heat Loss Calculator — BS 5422:2023 Insulation
Calculate heat loss per metre by pipe diameter and insulation thickness. Determine annual energy loss cost and BS 5422:2023 minimum-thickness compliance.
Total pipe run length
Hot water / heating temperature
Surrounding air temperature
Annual heating system running hours
Fuel cost per kWh (Ofgem gas cap 7.33p, Jul–Sep 2026)
Insulation k-value (0.04 typical)
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How We Calculate This
This calculator determines heat loss from pipework based on pipe diameter, insulation thickness, and temperature conditions. It helps engineers comply with BS 5422:2023 and estimate energy savings from insulation. The insulated figure is a conduction-only estimate (it ignores the outer surface film resistance), so it errs slightly on the conservative side.
Formulas
- Insulated loss (W/m): 2πkΔT ÷ ln(r2/r1)
- Total loss (W): W/m × pipe length
- Annual energy (kWh): Total W × hours ÷ 1000
- Annual cost: kWh × energy price (default 7.33 p/kWh, Ofgem gas cap Jul–Sep 2026)
BS 5422:2023 superseded BS 5422:2009 in June 2023. The compliance minimum comes from the TIMSA HVAC Compliance Guide §6.1.1 domestic table (the Part L figures): a single thickness per pipe bore and insulant λ (at λ = 0.040, 15mm pipe → 20mm, 22mm → 23mm, 28mm → 25mm, up to 54mm → 29mm). Part L decides where pipes must be lagged (unheated lofts, voids, garages) but the required thicknessis the same value either side of the thermal envelope. Bare-pipe figures are indicative (bare copper, combined surface coefficient ≈ 9 W/m²·K). The default energy price tracks the current Ofgem gas cap — adjust it to your tariff or quarter.
Frequently Asked Questions
A bare 22mm copper pipe carrying 60°C water in a 20°C space loses approximately 24.5 W/m. Over 20 metres, that’s 490 W — almost half a kilowatt wasted continuously. At 2,000 running hours per year (980 kWh) and the Ofgem gas cap of 7.33 p/kWh (Jul–Sep 2026), that is about £72 a year. Adding 19–40mm of lagging typically cuts this conduction loss by roughly 55–75% on the figures this calculator uses.
BS 5422:2023 (which superseded BS 5422:2009 in June 2023) and Approved Document L set a minimum insulation thickness by pipe diameter and insulant thermal conductivity (λ), sized to a maximum permitted heat loss in W/m. The thickness is a single value per bore and λ — it does not change with heated vs unheated location (that only governs WHERE insulation is required). For 60°C domestic heating and hot water at λ = 0.040 W/m·K, the TIMSA HVAC Compliance Guide §6.1.1 table (the Part L domestic figures) gives 20mm for 15mm copper, 23mm for 22mm, 25mm for 28mm, 27mm for 35mm, 28mm for 42mm and 29mm for 54mm. A better insulant (lower λ) allows a thinner figure — e.g. at λ = 0.035 the 22mm minimum drops to 18mm. Always confirm against the current BS 5422:2023 / Part L table for your actual λ.
Building Regulations Part L requires insulation on heating pipework in unheated areas (loft, under floors, in walls, garages). Pipes within the heated envelope contribute useful heat and may not need insulation, though it's still good practice to prevent heat reaching unintended areas. Use our Radiator Pipe Sizing Calculator to determine pipe diameters for insulation specification.
Common materials include nitrile rubber (Armaflex, K-Flex) with thermal conductivity ~0.035-0.040 W/mK, and polyethylene foam (Climaflex) at ~0.038-0.045 W/mK. For higher temperatures (above 100°C), mineral wool or glass fibre sections are used.
For insulated pipes: Q = 2πkΔT / ln(r2/r1) W/m, where k is thermal conductivity, ΔT is temperature difference, r1 is pipe outer radius, and r2 is insulated outer radius. For uninsulated pipes, heat loss depends on pipe diameter and natural convection conditions.
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Last updated: June 2026
Verified against UK standards · estimates only, confirm with your supplier.