00:01
We are considering a line diagram of a simple power system which is shown here.
00:05
Let's say here is g1 which is connected let's say plate 1, plate 2.
00:12
Two coils are present here that is at the value of x of t1 which is equal to 0 .1 which is further connected to xl.
00:21
Xl that is at 0 .25 then again here is plate 3.
00:27
Here is a plate 4 which from here is connected in this ways where the value of x of t2 is equal to 0 .12 which is further connected to z2 which is at x of d2 double dash that is 0 .1 and this is x of d1 double dash that is equal to 0 .1.
00:47
So this is the given figure from here.
00:49
In the first part of the question now this is the circuit.
00:53
If we simplify or basically in the first part of the circuit we are using the trevin theorem to calculate the impedance of the point of the fault that is x of t, x of 33 and xif.
01:06
So here we are considering about its trevin impedance.
01:12
So trevin impedance across the circuit let's say simplified circuit from here 0 .45, 0 .3 inductor of 0 .25 that is grounded.
01:27
From here it is grounded and from here it is grounded.
01:30
So this is z of 33.
01:32
So here we have to find out the value of z33.
01:35
So z33 is equal to 0 .45 which is in parallel to 0 .25.
01:40
So solving the term from here so we are having the value of z33 that is equal to j of 0 .1607 and in the same way the value of z33 becomes equal to j of 0 .1607.
01:55
So this is the value of z33.
01:58
Now if we are considering that we are considering about the trevin equivalent circuit.
02:06
So this circuit from here will be a battery source of kilowatt is connected from here which is connected to a z33 inductor that is j of 0 .1607.
02:18
Here we are getting the current that is if.
02:21
Here 2f that is equal to j of 0 .07 is grounded from here.
02:27
So the value of i of fpu from here is equal to j which is less than 0 that is j of 0 .1607 plus 0 .07.
02:39
So solving the term from here we get the value of if or pu that become equal to minus j of 4 .33pu.
02:46
So this is the answer to the part a of the question...