The Uβvalue (overall heat transfer coefficient) quantifies how much heat passes through a building element per unit area for a unit temperature difference. A lower Uβvalue indicates better insulating performance, which is crucial for energyβefficient design.
A composite wall consists of several material layers, each characterised by its thickness (d_i) and thermal conductivity (lambda_i). The thermal resistance of each layer is the ratio (frac{d_i}{lambda_i}). Surface resistances on the interior ((R_{si})) and exterior ((R_{se})) sides also contribute to the total resistance.
The overall Uβvalue is obtained by summing all resistances and taking the reciprocal. This approach allows designers to evaluate the impact of material choices and layer thicknesses on the wallβs thermal performance.
R_{si} = interior surface resistance (mΒ²Β·KΒ·Wβ»ΒΉ)
R_{se} = exterior surface resistance (mΒ²Β·KΒ·Wβ»ΒΉ)
d_i = thickness of layer i (m)
lambda_i = thermal conductivity of layer i (WΒ·mβ»ΒΉΒ·Kβ»ΒΉ)
What is the formula for calculating U-value in a composite wall?
How does thermal conductivity affect the U-value?
Can I use this calculator for a single-layer wall?
What units should I use for thickness and thermal conductivity?
How do surface resistances affect the U-value calculation?
Is there a maximum number of layers I can include in this calculator?
How do I interpret the result once I get the U-value?
Results are for informational purposes only and do not constitute professional advice.
