Is this related to an actual project, or just a brain teaser exercise? :lol:
...
B) This qualifies to be a feeder tap, so we have to determine the current rating to apply the 1/3 minimum to. 705.12(B)(2)(2) tells us to include 125% of the power source output current, but which power sources? One could argue for (1) none, as there are no loads at the terminal end of this segment (so 50A minimum tap ampacity); (b) just the ESS inverter output current of 42A, as the current from the PV inverter can't contribute additively in this segment to current from the 150A main OCPD (so 67.5A minimum tap ampacity); or (c) both power source output currents totalling 60A, because the language doesn't recognize the physics (so 75A minimum tap ampacity)
I lean towards (1) on the idea that 705.12(B)(2)(2) implicitly only applies to segments that meet the "that portion of the feeder" clause of 705.12(B)(2)(1)
Er, I disagree. You are conflating fault considerations with operating considerations. Ask yourself, what is the logic behind 1/10th, 1/3rd, etc in 240.21(B). Now, I'll be the first to admit I don't really know the answer to that. But presumably it has something to do with assuring that fault current will trip the feeder breaker, in this case the 150A upstream. If you have a fault
anywhere on
any of the segments you've lettered,
all three sources could conceivably contribute to fault current. So it has nothing to do with which operating currents can add together towards loads in a non-fault scenario. To my mind the options are:
a) Add up the maximum possible current from all sources and then apply math per 240.21.
b) Declare that the fault current contributions of interactive inverters are insignificant to whether the breaker will trip, and use 150A.
c) Do some ridiculous amount of research and develop some complicated formula to establish a scientifically supported compromise in between (a) and (b), and submit that as a revision to the code.
To me, (a) seems like the approach that is currently practical without risking some unknown reduction in safety.
D) This seems clear cut to me at 225A, because of the lack of a main breaker, 705.12(B)(2)(1)(a) is the only option. It instructs us to use 125% of the power source output currents, the values of the breakers on those sources are immaterial.
My position is as before: I agree as long as you can convince the AHJ that it isn't a tap and that you are not violating the tap rule.
E) I rule out making this a tap, as I'd like to make F and G taps, and you can't "tap a tap". 705.12(B)(2)(1)(a) controls. Segment E is on the load side of the ESS power output and on the load side of the PV power output, so that would suggest including either the greater of 125% of the power output currents (giving 202.5A minimum ampacity) or their sum (225A minimum ampacity). Of course, physics-wise in normal operation it can't carry more than 60A continuous, so I think this case is just too complicated for the code language to handle reasonably.
Okay, this is a bit fraught. After reviewing 240.21(B), I agree that you can't tap a
25ft tap, but not that you can't tap a 10ft tap! But you said assume everything is 10-25ft. Okay, so let's look at 705.12(B)(2)(1). You comply with 705.12(B)(2)(1)
(b) by way of your downstream 60A load breaker. So all you need to do to is make it protected by the feeder breaker, which is 150A. You don't need to do 705.12(B)(2)(1)
(a) calc.
F) I see this segment as not meeting the "that portion of the feeder" clause of 705.12(B)(2)(1) for either power source output current, so as a tap it could 50A. But it also needs to be at least 125% of the ESS power source output current, or 52.5A. I initially said 60A because of the breaker, but that doesn't matter, does it?
See (B).
G) My intention is that this could be a tap based on a length of between 10' and 25'. So here 705.12(B)(2)(2) controls, and because this segment meets the "that portion of the feeder" clause of 705.12(B)(1)(a) for both power source output currents, the computation is (150 + 1.25*(42+18))/3 = 75A.
See (B). Your logic here actually applies to all segments, except those that are governed by some other rule requiring a higher ampacity.