Heat transition through a building component:
- Heat transmission from the air to the inner surface
- Thermal resistance through the layers
- Heat transition from the outer surface to the air.
For heat transmission resistance RS inside/outside, the following applies according to DIN 4108-4 with the same air flow
RSi = RSe = 0,13 m2 K / W
The thermal resistance R is directly proportional to the thickness of the component:
R = d / λ [m² K / W]
d = thickness of the component
λ = Rated values of the thermal conductivity
(see table)
For multi-layer components, the R values of the individual layers are added together:
R = R1 + R2 + R3 … + Rn = d1 / λ1 + d2 / λ2 + d3 / λ3 + … + dn / λn [m2 K / W]
The heat transition resistance RT of the entire component is determined by adding the heat transmission resistances to the thermal resistance:
RT = RSi + R + RSe [m2 K / W]
The heat transition coefficient U corresponds to the reciprocal of the heat transistion resistance:
U = 1 / RT = 1 / (RSi + R + RSe) [W / m2 K]