Method
The steady heat-loss rate is Q̇ = U × A × ΔT. Multiply the rate by a stated duration to estimate the associated thermal energy. The optional input-energy estimate divides that thermal energy by your stated heating-system efficiency.
Worked example
A 100 m² wall with U = 0.30 W/(m²·K) and a 20 K temperature difference loses 0.30 × 100 × 20 = 600 W. Over 24 hours at those constant conditions, that is 14.4 kWh of heat. At 90% heating efficiency, the corresponding input energy is 16 kWh.
Important limits
This is a surface-conduction estimate, not a whole-building heating-load or energy-use calculation. Air infiltration, thermal bridges, solar gains, weather variation, occupancy, system cycling, plant efficiency and tariff structure can materially change actual energy demand and cost.
Related tools
Thermal Resistance & U-value Calculator · Heat Conduction Calculator · Heat Transfer Calculators
Frequently asked questions
What heat-loss equation does this calculator use?
For steady conduction through one stated surface, it uses Q̇ = U × A × ΔT. Multiplying the rate by a stated duration gives thermal energy loss.
What U-value should I enter?
Use the U-value of the complete building element, not an individual material conductivity. An assembly U-value may include layers, surface films and other construction effects.
How is heating energy cost estimated?
The surface heat loss is divided by the heating-system efficiency you enter, then multiplied by your energy price. Both values are a transparent scenario assumption rather than a billing forecast.