CF100 | λ = 0,0387 W/mK | Bemessungswert |
CF125 | λ = 0,0405 W/mK | mittlerer Prüfwert |
CF150 | λ = 0,0423 W/mK | mittlerer Prüfwert |
CF200 | λ = 0,0459 W/mK | Bemessungswert |
CF300 | λ = 0,0530 W/mK | mittlerer Prüfwert |
CF400 | λ = 0,0650 W/mK | mittlerer Prüfwert |
CFECO | λ = 0,0450 W/mK | mittlerer Prüfwert |
Due to the small statistical spread, the measurement values scarcely depart from the average test value, and hence they can be applied to the calculation.
The total thermal resistance of a 2-D component is determined without consideration of the spatial effects and total heat transmission resistance:
U = λ/d
U: Thermal resistance coefficient in W/(m²K)
λ: specific heat conductivity of this layer in W/(K•m)
d: thickness of the layer in m
e.g.: the U-value of a flat sheet of 50mm Compacfoam CF100 is calculated as follows:
λ(CF100) = 0.0378 W/mK
d = 0.05 m
U = 0.0378/0,05 = 0.756 W/m²K
λ(CF100) = 0,0378 W/mK
d = 0,05 m
U = 0,0378/0,05 = 0,756 W/m²K
see also:
http://de.wikipedia.org/wiki/W%C3%A4rmedurchgangskoeffizient