Hi Everyone,
I haven't seen this question asked about on here yet.
8. An electrical distribution system has the following:
three-phase, four wire
wye connection, neutral groud
480V line voltage
A complex unbalanced load of 500 + j300 VA is connected across phase A and phase C. What is most nearly the neutral current?
~~~~~~~~~~~~~
Solution:
Vphase = 480 / sqrt(3) = 277
-In = Ia + Ic (no Ib b/c it is equal to zero)
= (500+j300)/(277 angle0) + (500+j300)/(277 angle-240)
= 2.1A
~~~~~~~~~~~~~
The issue I have with this problem is that that I think the current formula should be using the live voltage instead of the phase voltage.
If you had the (500+j300) connected between Aphase and Neutral AND (500+j300) connected between Cphase and neutral, I think the solution would be correct.
However, from the problem statement, I am assuming that there is only one load and it is connected between Aphase and Cphase.
Thoughts? Thanks in advance!
I haven't seen this question asked about on here yet.
8. An electrical distribution system has the following:
three-phase, four wire
wye connection, neutral groud
480V line voltage
A complex unbalanced load of 500 + j300 VA is connected across phase A and phase C. What is most nearly the neutral current?
~~~~~~~~~~~~~
Solution:
Vphase = 480 / sqrt(3) = 277
-In = Ia + Ic (no Ib b/c it is equal to zero)
= (500+j300)/(277 angle0) + (500+j300)/(277 angle-240)
= 2.1A
~~~~~~~~~~~~~
The issue I have with this problem is that that I think the current formula should be using the live voltage instead of the phase voltage.
If you had the (500+j300) connected between Aphase and Neutral AND (500+j300) connected between Cphase and neutral, I think the solution would be correct.
However, from the problem statement, I am assuming that there is only one load and it is connected between Aphase and Cphase.
Thoughts? Thanks in advance!