Complex Imaginary volume 4, prob 14
#1
Posted 09 April 2012 - 02:42 AM
for the life of me, I do not understand the solution nor do I think the problem is set up correctly. I thought the voltage for phase C would be 19.9 at angle 240 or something to that affect. If anyone has some examples of unbalanced load problems it would be great.
#2
Posted 09 April 2012 - 04:24 AM
#3
Posted 09 April 2012 - 12:59 PM
#4
Posted 09 April 2012 - 02:19 PM
Since it doesn't specify where the load is connected and it is asking for In you would assume the loads are connected between each leg and the neutral and therefore In=load A/(V/root3)angel 0 + load B/(V/root3)angel 120+ load C/(V/root3)angel 240
Note the correction.
#5
Posted 09 April 2012 - 02:21 PM
I was just looking at this one! I'm taking the week off as final prep. The Phase C voltage should be <240. However, I don't think their answer is right. I get that IA = 6.86<-28.44 and IC = 3.42<137.1 (I think they got confused with conjugates). IN = -(IA+IC) gives me IN = 3.65<165 for an answer of 3.65A.
If you have three unbalanced loads, why you are not adding up Ib to the neutral current?
#6
Posted 09 April 2012 - 02:28 PM
There is no load on phase B.If you have three unbalanced loads, why you are not adding up Ib to the neutral current?
#7
Posted 09 April 2012 - 03:38 PM
If you have three unbalanced loads, why you are not adding up Ib to the neutral current?
Since I do t have there book, what was the answer?
Hence, the question is giving you C@0 degrees, therefore you start your sequence with C, I solved it based on CBA sequence and I got 5.23angel 119?
There is no load on phase B.
#8
Posted 09 April 2012 - 09:39 PM
The CI answer is 6.6. As I wrote above, I got 3.65A.Since I do t have there book, what was the answer?
Hence, the question is giving you C@0 degrees, therefore you start your sequence with C, I solved it based on CBA sequence and I got 5.23angel 119?
#9
Posted 10 April 2012 - 04:01 PM
#10
Posted 10 April 2012 - 05:00 PM
Ia=(120+65i)/(19.9 @ 0) = 6.86@28 => 6.86@-28
Ic=(65+20i)/(19.9@240) = 3.42@137 => 3.42@-137
In= 3.42@-137 + 6.86@-28 = 6.59@-57A
#11
Posted 10 April 2012 - 07:34 PM
#12
Posted 10 April 2012 - 10:05 PM
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