wroggent
Electrical
- Aug 20, 2012
- 288
I am trying to chose correct cable sizes for a new underground electrical duct bank. I am using the 2011 NEC to determine the correct conductor ampacities. Since this is for 480V, I think could get away with using Table 310.15(B)(16) and be done with it, but I am not comfortable with this approach so I have opted to use the tables in Annex B. A mechanical engineer in my organization told me that we always encase underground ducts in concrete (as opposed to back filling with only earth); I would like to ask him what the thermal conductivity of the concrete that is typically used is - but he has since disappeared into a black hole and cannot be reached.
I decided to try and make a guess at what the thermal conductivity might be. This link:
suggests that values of thermal resistivity (in the same units the NEC uses) ranges from 1000 for 'lightweight' concrete to 55.55 for 'dense' concrete. The NEC uses 55 as a typical value for concrete. Based on this massive range in thermal resistance, I have no confidence in guessing what the actual resistance is for the material to be used.
Do any of you use a particular value of thermal resistivity for concrete in the absence of actual data?
The mechanical engineer did tell me something about this material not being 'real' or 'structural' concrete or something along those lines; he referred to it as a 'concrete slurry'. Does anyone know if this has any relation to the density?
I looked through the following threads that had similar questions before posting this and didn't find any useful:
I have another somewhat unrelated question:
When and how would you decide to derate ampacity in an underground ductbank due to ambient temperature? I have assumed that the phrase "ambient earth temperature" as it is used in Annex B of the NEC refers to the temperature of the soil at the depth where the duct bank is installed. Once upon a time a tried to find data for this but I wasn't very successful. I think I had found surface temperature data from an agricultural resource, but I was doubtful that it correlated to soil temperature at 24 inches, which is the depth of my duct bank, so I disregarded it. What ambient temp would you use for the central San Joaquin Valley in Ca for a duct at 24 inches below the surface? All I know about this area is that the average max annual temperature is around 100F.
I decided to try and make a guess at what the thermal conductivity might be. This link:
suggests that values of thermal resistivity (in the same units the NEC uses) ranges from 1000 for 'lightweight' concrete to 55.55 for 'dense' concrete. The NEC uses 55 as a typical value for concrete. Based on this massive range in thermal resistance, I have no confidence in guessing what the actual resistance is for the material to be used.
Do any of you use a particular value of thermal resistivity for concrete in the absence of actual data?
The mechanical engineer did tell me something about this material not being 'real' or 'structural' concrete or something along those lines; he referred to it as a 'concrete slurry'. Does anyone know if this has any relation to the density?
I looked through the following threads that had similar questions before posting this and didn't find any useful:
I have another somewhat unrelated question:
When and how would you decide to derate ampacity in an underground ductbank due to ambient temperature? I have assumed that the phrase "ambient earth temperature" as it is used in Annex B of the NEC refers to the temperature of the soil at the depth where the duct bank is installed. Once upon a time a tried to find data for this but I wasn't very successful. I think I had found surface temperature data from an agricultural resource, but I was doubtful that it correlated to soil temperature at 24 inches, which is the depth of my duct bank, so I disregarded it. What ambient temp would you use for the central San Joaquin Valley in Ca for a duct at 24 inches below the surface? All I know about this area is that the average max annual temperature is around 100F.