- Location
- Lockport, IL
- Occupation
- Semi-Retired Electrical Engineer
Re: More on upgrading ECG's
This is an easy math problem, when you start with a phase conductor (e.g., #12) that is the same size as the EGC (also a #12). Whatever you do to the phase conductor (e.g., increase to #8) you must also do to the EGC (also must be #8). That is the 1:1 ratio that infinity mentioned.
It becomes trickier when you start with unequal sizes of phase and EGC. For example, start with a 60 amp circuit, using a #6 phase conductor and a #10 EGC. Now increase the phase conductor to #4, and size the EGC. You actually have to look up the circular mil areas of all the conductors, in order to get the proportion right.
(I will leave this as a homework problem. I haven't had enough coffee yet this morning to figure it out myself. )
I think I see the source of confusion here. It seems than you are trying to make the proportion in terms of the ampacity values that are listed in the tables. What is required is that the proportional increase in EGC be in terms of cross-sectional area. If you double the area of the phase conductor, you double the area of the EGC.Originally posted by james wuebker: iwire, I did read 250.122(B) and we must remember the word proportionately.
This is an easy math problem, when you start with a phase conductor (e.g., #12) that is the same size as the EGC (also a #12). Whatever you do to the phase conductor (e.g., increase to #8) you must also do to the EGC (also must be #8). That is the 1:1 ratio that infinity mentioned.
It becomes trickier when you start with unequal sizes of phase and EGC. For example, start with a 60 amp circuit, using a #6 phase conductor and a #10 EGC. Now increase the phase conductor to #4, and size the EGC. You actually have to look up the circular mil areas of all the conductors, in order to get the proportion right.
(I will leave this as a homework problem. I haven't had enough coffee yet this morning to figure it out myself. )