Thermal Conductivity vs U Factor

AI Thread Summary
Thermal conductivity (W/(m.K)) measures how well a material conducts heat, while the U-factor (W/m² K) indicates heat transfer through a surface area, making it more practical for applications like windows. The U-factor can be derived from thermal conductivity by considering the material's thickness and accounting for various heat transfer resistances in multi-layered structures. It simplifies calculations for heat loss in buildings, allowing for easier assessments of heating needs. Understanding the relationship between these two concepts is essential for effective thermal management in construction. A solid grasp of heat transfer principles is recommended for accurate estimations and applications.
Futsal1st
Messages
14
Reaction score
0
I understand that thermal conductivity is W/(m.K) and u-factor is W/m² K. Obviously U factor is energy transfer over an area but how does this compare to thermal conductivity?
 
Engineering news on Phys.org
Futsal1st said:
I understand that thermal conductivity is W/(m.K) and u-factor is W/m² K. Obviously U factor is energy transfer over an area but how does this compare to thermal conductivity?

If the window is a uniform single material, then that material's thermal conductivity is essentially the U factor multiplied by its thickness (ignoring convective effects). But usually windows have internal structure, multiple panes with air gaps, etc., that make the U factor more convenient to use in practice than the thermal conductivity.
 
Thanks for that. So is thermal conductivity multipied by the area of the surface the U Factor (or close as damn to it)?
 
Futsal1st said:
So is thermal conductivity multipied by the area of the surface the U Factor (or close as damn to it)?

No, that doesn't follow. Check the units: W m-1 K-1 multiplied by m2 doesn't give W m-2 K-1.
 
So is it divide by a unit depth (I assume 1000mm) and multiply by area?
 
Futsal1st said:
So is it divide by a unit depth (I assume 1000mm) and multiply by area?

What is "it"?
 
So is thermal conductivity divide by a unit depth (I assume 1000mm) and multiply by area = U factor?
 
Conductive heat transfer in one dimension is q=-kAdT/dt.
In chemeng, U is used as a bundling of (various) heat transfer resistances.
Q= U*A*DT
U can be composed of heat transfer resistances due to conduction of various layers of materials and convection eg representing a building wall as inside surface convection, brick/plaster conduction, insulation conduction, and external convection...etc.

U need basic ht trfr understanding - read a basic text on heat transfer.
 
  • #10
U factor is a simpler unit because it ignores the thickness of the material. It makes it much easier to add up the heat losses for walls of different construction, windows etc.. It's purely a practical thing.; you look up the tables of U values and add up the various areas of the room and it will tell you the heat input needed to maintain a given temperature difference.
I did this once when estimating how much heating I'd need in my home but ignored to add the losses due to air exchange. I couldn't believe how small the room radiators would need to be. Then I thought again and got a much higher answer. The man who came to give me an estimate for the job just looked and came up with virtually the same figure I'd spent ages calculating.
 
  • #11
I thought k [(W/(m*K)] was used in the case of conduction, while h [(W/(m^2 * K)] accounts for heat transfer due to force convection.
 
  • #12
Whoops, sorry, I was thinking R-value was the same as thermal conductivity. Gotta read better...
 
Back
Top