Warm WindowRoom BTU, heating & dew point calculators

Heat loss

Heat loss calculator

Add up the heat a room or a whole house loses through each wall, window, door, roof and floor, plus the air that leaks in and out. Pick a construction for a typical U-value or type your own.

Units
Temperatures
°C

°C

Space and air
m²

All storeys you are working out.

m

How often the whole volume of air is replaced by outside air.

Extra loss at corners, lintels and junctions, per m² of outside surface (RdSAP 10).

Walls, windows, roof and floor

Outside walls

m²

W/m²K

Windows

m²

W/m²K

Outside doors

m²

W/m²K

Roof or ceiling

m²

W/m²K

Floor

m²

W/m²K

Ground floors are worked out from the size below (ISO 13370).

m²

m

Length of outside walls only, not party walls.

Design heat loss

6.65 kW

6,650 W · 22,700 BTU/h design heat loss

  • Temperature difference24 °C−3 °C → 21 °C
  • Heat-loss coefficient277.2 W/°Closs per degree of difference
  • Per floor area69 W/m²of heated floor

Where the heat goes

  • Walls1,510 W · 23%
  • Windows1,210 W · 18%
  • Doors140 W · 2%
  • Roof460 W · 7%
  • Floor760 W · 11%
  • Thermal bridges740 W · 11%
  • Air changes1,820 W · 27%
Heat loss by element at a 24 °C difference
ElementAreaU (W/m²K)U × A (W/°C)Heat loss
Walls90 m²0.7631,510 W
Windows18 m²2.850.41,210 W
Doors2 m²36140 W
Roof48 m²0.419.2460 W
Floor48 m²0.6631.7760 W
Thermal bridges206 m²0.1530.9740 W
Air changes–1 ach761,820 W
Total277.26,650 W

Q = Σ(U × A) × ΔT + y × ΣA × ΔT + 0.33 × n × V × ΔT = 277.2 W/°C × 24 °C ≈ 6,650 W

Estimate the yearly running cost

How to use the heat loss calculator

  1. Set the indoor temperature and your area's outdoor design temperature.
  2. Enter the heated floor area and ceiling height, which give the air volume, then choose how draughty the space is.
  3. For each outside wall, window, door, roof and floor, enter its area and pick the construction. The U-value fills in; replace it with a figure from a survey, an energy certificate or a product label if you have one.

What the parts mean

A U-value is the heat in watts that passes through one square metre for each degree of difference between inside and outside, so each element loses U × A × ΔT. Wall area is measured with its windows and doors in it; the calculator takes those out. Only surfaces facing outside, the ground or an unheated loft count: a wall shared with a heated home next door loses almost nothing.

Air leakage needs heating too. Warming a cubic metre of air by one degree takes about 0.33 watt-hours, so ventilation loses 0.33 × n × V × ΔT watts, where n is air changes per hour and V the volume.

Worked example

A 1970s semi-detached house, 96 m² over two floors, heated to 21 °C at −3 °C outside (ΔT 24 °C): 90 m² of filled cavity wall at 0.7 loses 1,512 W, 18 m² of older double glazing at 2.8 loses 1,210 W, the door 144 W, a loft with 100 mm insulation 461 W, an uninsulated solid floor about 760 W, thermal bridges 742 W and one air change an hour in 230 m³ 1,825 W. That is about 6.65 kW in all.

Typical U-values used here

These are defaults that UK energy assessors use when they cannot measure a building, and limits from the building regulations. Real walls and windows vary, so treat them as typical values and use your own figures where you have them. US window labels give the U-factor in BTU/h·ft²·°F: switch the units above to enter it directly.

Typical U-values (whole element, frames included for windows and doors)
ElementConstructionW/m²KBTU/h·ft²·°FSource
WallsSolid brick, under 200 mm thick, uninsulated2.500.440RdSAP 10 T13
Solid brick, 200–280 mm (about 9 in), uninsulated1.700.299RdSAP 10 T13
Solid brick, 280–420 mm, uninsulated1.400.247RdSAP 10 T13
Solid wall with 100 mm internal or external insulation0.320.056RdSAP 10 T6
Cavity wall, unfilled (built before 1976)1.500.264RdSAP 10 T6
Cavity wall, filled later (built before 1976)0.700.123RdSAP 10 T6
Cavity wall as built 1983–19900.600.106RdSAP 10 T6
Cavity wall as built 1996–20020.450.079RdSAP 10 T6
Wall as built 2012–20220.280.049RdSAP 10 T6
Timber frame as built 1967–19750.800.141RdSAP 10 T6
New wall in an existing home (2021 rules, England)0.180.032ADL 2021 T4.2
WindowsSingle glazing4.800.845SAP 10.2 T6e
Single glazing, metal frame5.701.004SAP 10.2 T6e
Older double glazing (air, 12 mm gap)2.800.493SAP 10.2 T6e
Older double glazing (air, 6 mm gap)3.100.546SAP 10.2 T6e
Double glazing, low-E, argon, 16 mm gap1.700.299SAP 10.2 T6e
Triple glazing, low-E, argon, 16 mm gaps1.300.229SAP 10.2 T6e
New window (2021 rules, England)1.400.247ADL 2021 T4.2
DoorsSolid wooden door3.000.528SAP 10.2 T6e
Door fitted 2007–20112.000.352RdSAP 10 T26
New door (2021 rules, England)1.400.247ADL 2021 T4.2
Roofs and loftsLoft with no insulation2.300.405RdSAP 10 T16
Loft, 50 mm insulation0.680.120RdSAP 10 T16
Loft, 100 mm insulation0.400.070RdSAP 10 T16
Loft, 150 mm insulation0.300.053RdSAP 10 T16
Loft, 200 mm insulation0.210.037RdSAP 10 T16
Loft, 270 mm insulation0.160.028RdSAP 10 T16
Loft, 400 mm or more0.110.019RdSAP 10 T16
Exposed floorsOver a garage or open air, uninsulated1.200.211RdSAP 10 T20
Over a garage or open air, 100 mm insulation0.300.053RdSAP 10 T20

Ground floors lose less heat per square metre the larger they are, because most of it escapes near the edges. The calculator uses the method of ISO 13370 with the soil and wall assumptions of RdSAP 10: an uninsulated solid floor of a 48 m² ground floor with 22 m of exposed edge comes out at about 0.66 W/m²K, while a 120 m² floor with 44 m of edge comes to about 0.57.

Air changes

The CIBSE Domestic Heating Design Guide assumes at least 0.5 air changes per hour in habitable rooms. Older homes leak more: SAP 10.2 counts an open chimney as 80 m³ of air an hour on its own, which is two air changes in a 40 m³ living room. The 1 to 2 options are rough bands for typical homes; a blower-door test gives the real figure.

Sources

Questions

What is a U-value?

It is the rate heat passes through a building element, in watts per square metre for each degree Celsius of difference across it (W/m²K). Lower is better: an uninsulated solid brick wall is around 1.7, a new wall in England must reach 0.26 or better, single glazing is 4.8 and modern triple glazing about 1.3.

How do I calculate the heat loss of a room?

Multiply each outside surface's area by its U-value and add them up, add 0.33 × air changes per hour × room volume for ventilation, then multiply the total by the temperature difference. The calculator does this for you and shows each part.

How do I convert a U-value between W/m²K and BTU units?

Multiply W/m²K by 0.1761 to get BTU/h·ft²·°F, or divide by 0.1761 to go back. A window rated U-0.30 on a US label is about 1.7 W/m²K. Switching the units in the calculator converts every field.

Why is the air change loss so large?

Every bit of cold air that leaks in has to be warmed. In the 1970s semi example above it is more than a quarter of the total, and draughty homes lose more. Sealing gaps, fitting chimney balloons or closing unused flues and adding draught strips cut it, while a modern airtight home relies on controlled ventilation instead.

Is this good enough to size a heat pump or boiler?

It is a good way to see where heat goes and to check a quote, but installers size heat pumps room by room from measured areas, with adjacent unheated spaces and higher temperatures in bathrooms, to EN 12831 or ACCA Manual J. Ask for that calculation and compare its total with yours.