00:01
Hello everyone, in the following question we have to find the value for jade equivalent and v node.
00:05
Firstly, we transfer the circuit to the frequency domain.
00:08
We will say, firstly, transfer the circuit.
00:14
Firstly, transfer the circuit to frequency domain.
00:20
Firstly, we will transfer the circuit to frequency domain.
00:24
If we will transfer this circuit to frequency domain, here we will write that 12 of, here we will write 12 of course t.
00:34
This can be written as 12 into 0 degree.
00:37
Omega is written as 1.
00:39
And if we will write 2 henry, this is written as j omega l.
00:43
This can be written as j into 2.
00:47
J into 2.
00:47
If we have to write 1 by 4 ferret, this is minus j into 4.
00:52
If we write 1 by 8 ferid, this can be written as minus j into 8.
00:58
Now for we have to find jad equivalent for this we will draw the circuit for finding jad equivalent we will draw this circuit this circuit is used for finding jad equivalent we will find this at node 1 firstly we will find this at node 1 at node 1 at node 1 we will write this b s by 4 plus b s minus j4 plus 3 i node plus 3 i node is equal to 1 minus vs by j into 2 where we will say i node is equal to minus vs by 4 i node is equal to minus bs by 4 thus now we will find this value we will get vs minus j 4 minus 2 vs divided by 4 is equal to 1 minus bs divided by 4 is equal to 1 minus b s divided by j where we will write bs is equal to 0 .4 plus j 0 .8.
02:07
Now we will find this at node 2.
02:11
Now we will find this at node 2.
02:14
Here we will write this is plus 3 i node is equal to 1 upon j 8 minus plus 1 minus bs into j2.
02:28
Here you will write value for is this can be written as 0 .75 plus j 0 .5 into bs minus j 3 by 8.
02:42
Next we will solve this for is now it will solve this value for is this can be written as minus 0 .1 plus j 0 .425.
02:56
If we have to find the value for z equivalent, this is 1 upon is.
03:02
This can be written as 2 .29 into minus 103 .24 degree.
03:11
Next, we have to find the value for beth thavinine...