For energy consultants scoping a steam-system audit, this gives the first-pass condensate-return business case — heat, fuel and annual cost — before any site measurement work is commissioned. Recovering hot condensate saves heat and money: Q = m x 4.186 x (Tc - Tm) / 3600 kW, which translates into fuel saved through the boiler efficiency and priced per year.
Q (kW) = m × 4.186 × (Tc − Tm) ÷ 3600, where m is the condensate return rate in kg/h and Tc and Tm are the condensate and make-up water temperatures in °C.
Recovered heat only displaces fuel at the boiler's efficiency, so fuel input = Q ÷ (efficiency ÷ 100) — at 80% efficiency, every 1 kW of recovered heat avoids 1.25 kW of fuel input.
No. It covers fuel only; water and treatment chemical savings are not included in the annual figure.
Q comes out at zero or negative, so the tool reports no heat recovered and warns that the condensate is not hotter than the make-up water.