mbrooke
Batteries Included
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Where did these impedance values come from? Are they resistance or Impedance (R+Jx)?
I typed the given information into MH spreadsheet for Fault current and came up with the 583 amps. I used the 8 as what would normally be the Neutral conductor in the SS calculation. Used 10,000 amp as Utility fault current and Cu in Nonmetallic raceway.
Yes, it is.Do you have a link to the spread sheet? Is it the one in the free stuff?
Yes, it is.
I thought resistance can be formulated using Chapter 9 table 8 - working on it
Where did these impedance values come from? Are they resistance or Impedance (R+Jx)?
I thought resistance can be formulated using Chapter 9 table 8 - working on it
I am betting resistance. See table 9 in chapter 9 under alternating current resistance for copper wires. .25 ohms per thousand feet. 200 feet is 1/5 of the length and also 1/5 of the resistance = .05 ohms.
Side note - is Jx common for reactance in your experience? Not busting on you but I was taught 25 years ago that Z is impedance, R is resistance, X is reactance. Z=R+X
I am aware that there are a multitude of symbols that are used are not universal. Just curious - I very well might just be out of touch.
Yes, Table 8, Chapter 9.I thought resistance can be formulated using Chapter 9 table 8 - working on it
I might be thinking of this: https://en.wikipedia.org/wiki/Cartesian_coordinate_system
Its common for transmission lines. Not sure if calling it Z= R+jX would be appropraite here.
The thing about AC or DC resistance only is that it produces high fault current values (vs actual) especially with larger conductors.
Ahhhh. {}
Where is the info that this is a 3-phase circuit? -
Where is the info that this is a 3-phase circuit? -
or Turn page and use Table 9
Single phase in the graphic, but my understanding is that line to ground faults in a 3 phase system vary in fault current vs phase-phase faults.
Valid point. That table is best I can come up with. Then again, does wire resistance change in a three phase circuit compared to a single phase one?
I don't think so, maybe I'm wrong.