User: Therealcrt, Location: Kansas City
Asked on: Tuesday, February 11, 2025 at 10:47 am EST
Answered on: Thursday, March 6, 2025 at 8:30 am EST
Question: Just doing a for fun equation.3” EMT nipple (under 24”)Conduit fill is 60%#12 THHN conductors60% fill of 3” emt over 2 wires is 5.307in squared#12 THHN area for 1 is 0.005in squaredSo how many conductors can I fit without exceeding the 60% fill
Okay, let's break down this fun calculation!1. Understand the Givens Conduit
3" EMT nipple (less than 24" long)
Fill Allowance
60%
Wire
#12 THHN
Conduit Fill Area
5.307 sq. in.
#12 THHN Area
0.0133 sq. in.
2. Calculate the Number of Conductors
To determine the maximum number of conductors, divide the allowable fill area by the area of a single conductor:Number of Conductors = Allowable Fill Area / Area per ConductorNumber of Conductors = 5.307 sq. in. / 0.0133 sq. in.Number of Conductors ≈ 399.023. Account for Rounding
Since you can't have a fraction of a conductor, you'll need to round down to the nearest whole number.
Answer
You can theoretically fit approximately
399 #12 THHN conductors in a 3" EMT nipple (under 24" long) while staying within the 60% fill limit.
Important Considerations Practicality
While the math works out, physically pulling that many conductors into a short length of 3" EMT would be extremely difficult, if not impossible. The friction would be immense.
Derating
You would have to derate those conductors due to ampacity adjustment factors. So they would be essentially useless for supplying any reasonable amount of power.
Code Compliance
Although this is a "fun" equation, in the real world, blindly packing conductors into a conduit until you hit the fill limit without considering other factors would almost certainly violate electrical codes.*
Other factors: number of bends in the conduit run affect the derating as well.Let me know if you want to try another conduit fill puzzle! Flag for review