Heat Loss Calculator
ConstructionCalculate heat loss through a wall or surface in BTU per hour. Enter area, U-value, and indoor/outdoor temperatures to estimate energy loss for insulation planning.
Heat Loss
What is a Heat Loss?
A Heat Loss Calculator estimates how much heat energy escapes through a building surface — a wall, roof section, window, or floor — per hour, based on the surface area, its U-value (thermal transmittance), and the temperature difference between indoors and outdoors. The result, in BTU per hour, quantifies how much heating capacity is needed to offset that loss and maintain a stable indoor temperature.
Heat loss calculations are foundational to HVAC sizing, insulation upgrade decisions, and energy audits. A wall with poor insulation (a high U-value) loses far more heat than a well-insulated one at the same area and temperature difference, which is why upgrading insulation is often the most cost-effective way to reduce heating bills. Pair this tool with the Furnace Size Calculator or Boiler Size Calculator when sizing a complete heating system.
How to use this Heat Loss calculator
- Enter the Wall Area (or other surface area) in square feet for the section you're evaluating.
- Enter the U-Value for that surface's construction — check insulation specifications or a building materials reference if unsure.
- Enter your Indoor Temperature target in °F.
- Enter the Outdoor Temperature — typically your area's winter design temperature for a worst-case estimate.
- Review the Heat Loss result in BTU per hour.
- Repeat for other surfaces (roof, windows, floor) and sum the results for a rough whole-building estimate, or compare U-value scenarios to evaluate insulation upgrades.
Formula & Methodology
The calculator uses the standard conductive heat loss formula: Q = A × U × ΔT Where: - Q = heat loss in BTU per hour - A = surface area in square feet - U = U-value in BTU/hr·ft²·°F - ΔT = temperature difference between indoor and outdoor (°F) Worked example: For a 1,000 sq ft wall with a U-value of 0.05, indoor temperature of 70°F, and outdoor temperature of 20°F: ΔT = 70 − 20 = 50°F Heat Loss = 1,000 × 0.05 × 50 = 2,500 BTU/hr This means the wall alone loses 2,500 BTU per hour under these conditions — improving the wall's U-value to 0.03 through added insulation would reduce that loss to 1,500 BTU/hr, a 40% reduction.
Frequently Asked Questions