How much heat does your house lose?
Enter the floor area, number of storeys, insulation level and the indoor–outdoor temperature difference — the calculator applies Q = U × A × ΔT to walls, ceiling, windows and infiltration and gives you the total heat loss in BTU/hr and kW, plus a suggested furnace or heat pump size.
Average (R-13 walls / R-30 attic / U-0.35 windows)
Advanced — air infiltration (tap to adjust)
Typical homes: 0.35–0.5 (tight/well-sealed) · 0.6–1.0 (average) · >1.0 (drafty older homes). The ASHRAE 62.2 minimum ventilation is 0.35 ACH.
≈ 20,448 BTU/hr
Q = U × A × ΔT per component; infiltration = 0.33 × ACH × volume × ΔT (ASHRAE). Square floor plan assumed. Insulation figures are typical published material properties, not code minimums. Suggested capacity = total × 1.2. For installed equipment, confirm with a Manual J load calculation.
Want the full method, the heat loss formula with worked examples, and guidance on sizing your furnace or heat pump? Read: how to calculate heat loss in a house →
Common questions
- How do you calculate heat loss in a house?
- Heat loss through each part of the building envelope is Q = U × A × ΔT, where U is the assembly's thermal conductance (1 ÷ R-value), A is the area and ΔT is the indoor–outdoor temperature difference. You calculate that for walls, ceiling, windows and floor separately, then add infiltration heat loss (0.33 × ACH × volume × ΔT using the ASHRAE sensible infiltration formula), and sum all four paths. The calculator above does all of that automatically once you enter the floor area, insulation level and temperature difference.
- What is the formula for heat loss through a wall?
- Q (watts) = U × A × ΔT, where U = 1 ÷ R (the R-value in SI is RSI; in imperial R the U-value is 5.678 ÷ R), A is the net wall area in m², and ΔT is the temperature difference in kelvin (equivalent to °C). In imperial: Q (BTU/hr) = (1 ÷ R) × A (ft²) × ΔT (°F). A 2×4 stud wall insulated to about R-13 and 20 m² of net wall area with a 20°C temperature difference loses roughly 2×4 stud wall: U = 5.678 ÷ 13 ≈ 0.437 W/m²·K, so Q ≈ 0.437 × 20 × 20 ≈ 175 W.
- What is a typical heat loss for a house?
- A typical 150 m² (1,600 sq ft) two-storey house with average insulation and a 20–30°C (35–55°F) indoor–outdoor temperature difference loses roughly 4–9 kW (14,000–30,000 BTU/hr). Older or poorly insulated houses can reach 10–15 kW; well-insulated newer homes may need only 3–5 kW. The dominant variables are floor area, climate (temperature difference), and how well the envelope is insulated against conduction and air infiltration.
- How does R-value affect heat loss?
- Heat loss through a building assembly is directly proportional to its U-value, which is 1 ÷ R-value. Doubling the R-value halves the U-value and halves the conductive heat loss through that assembly. So going from R-13 to R-26 walls cuts wall conduction losses in half — but because infiltration, windows and ceiling all have separate heat-loss paths, the saving on the whole-house total is smaller than halving one component alone. Use the calculator above to see the breakdown and how each change affects the total.
- What size furnace or heat pump do I need?
- A rough starting point is your total calculated heat loss multiplied by a safety factor of about 1.2, rounded up to the next available equipment size. So a house with 10 kW of calculated heat loss points to a 12–12.5 kW unit. For an accurate sizing, a licensed HVAC contractor performs a Manual J load calculation, which accounts for local climate data, window orientation, shading, thermal mass and duct losses — the calculator here gives a planning estimate, not a design figure.
Reference & education only. Not professional, engineering, or code-compliance advice. Estimates are based on published model codes; local amendments and your Authority Having Jurisdiction (AHJ) govern. Always verify against the current adopted code and a licensed professional before doing work.
Last reviewed 2026-08.