The Heat Loss of a Room calculator estimates the heat loss in a room based on the surface area of the interior of a rectangular room including the walls and ceiling, the temperature variance (inside and outside) and a coefficient of heat transfer.
INSTRUCTIONS: Choose units and enter the following:
- (L) Length of Room
- (W) Width of Room
- (H) Height of Room
- (Ti) Interior Temperature
- (To) Exterior Temperature
- (U) Coefficient of Heat Transfer in (W/m2C)
Room Heat Loss (RHL): The heat loss is returned in watts and BTUs per hour. However, these can be automatically converted to compatible units via the pull-down menu.
The Math / Science
The surface area of the interior of a room including the walls and ceiling is the sum of the area of the walls and the area of the ceiling. These areas can be determined by the dimensions of the room. The total area is the sum of:
- The area of two walls, where Area = L*H
- The area of two walls, where Area = W*H
- The area of the ceiling, where Area = L*W
This totals to compute the area of the interior of the room in the following equation:
A = 2(L•H) + 2(W•H) + L•W
where:
Note: The above does not include the area of the floor.
The formula for heat loss through a surface (e.g., a wall) is:
HL = A ⋅ U ⋅ Δt
where
- HL = Heat loss (W)
- A = Exposed Surface Area of exposed surface
- U = Coefficient of overall heat transmission in W/(m2⋅°C) (see table below)
- Δt = Temperature Delta on either side of the surface
Coefficient of Heat Transmission (U)
The U-value, also known as the heat transfer coefficient, measures the rate at which heat transfers through a material or assembly of materials (like walls, windows, roofs, etc.). It is a critical factor in determining the thermal performance of building elements.
The U-value is expressed in units of watts per square meter per degree Celsius (W/m²°C) or in Imperial units, BTU per hour per square foot per degree Fahrenheit (BTU/h·ft²·°F). Essentially, it indicates how much heat energy passes through a specific material or assembly per unit area and per degree of temperature difference between the interior and exterior environments.
A lower U-value indicates better insulation properties because it means the material or assembly has lower heat conductivity and reduces heat transfer more effectively. Conversely, a higher U-value signifies higher heat transfer and poorer insulation properties.
U-values are used in building design and construction to ensure energy efficiency, as they help determine the insulation needs for various components like walls, windows, roofs, and doors. Lower U-values are desirable in colder climates to minimize heat loss from the interior, while in warmer climates, they can help reduce heat gain from the exterior.
| Construction Material Heat Transfer Coefficients (U) in W/(m2⋅°C) |
| Roof Material |
Floors |
Windows |
Walls |
| Aerated Concrete |
0.16 |
Concrete |
1.35 |
Metal Frame (single glaze) |
5.7 |
Solid Brick |
2.1 |
| Clay Tiles |
1 |
Pine |
0.13 |
Metal Frame (double glaze) |
3.4 |
Brick + Insulation |
0.28 |
| Felt / Bitumen |
0.3 |
Steel |
5.0 |
Wood Frame (single glaze) |
4.8 |
Solid Stone |
2.25 |
| Concrete Tile |
1.5 |
Hardwood |
0.18 |
Wood Frame (double glaze) |
2.8 |
Stone + Insulation |
0.32 |
| Shingles (asphalt) |
0.5 |
|
Wood Frame (triple glaze) |
2.1 |
Concrete |
3 |
| Wood Shingles |
0.1 |
Vinyl Frame (single glaze) |
4.8 |
Concrete + Insulation |
0.31 |
| |
Vinyl Frame (double glaze) |
2.7 |
Hollow Wall (air gap) |
1.3 |
| Vinyl Frame (triple glaze) |
1.9 |
Hardwoods |
0.18 |
| Doors |
|
Pine |
0.14 |
| Solid Wood |
3.0 |
Drywall |
0.16 |
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