I'm desperately trying to figure out this problem with ZERO luck.
I'm thinking its either my mesh equations or my calculating Vo after I obtain I2.
Mesh1 I get: 1*J1 + j6*J1 + j2*J2 = 10 angle 0
Mesh2 I get: j2*J1 + j4*J2 + 4*J2  j3*J2 = 0
In Matrix(scilab input format, cuz I dont know how to do a matrix here)
a=[ 1+6j , 2j ; 2j , 4+j ]
b=[10;0]
So then, to calculate J1 and J2, I do
c=a/det(a)
c =
0.2416534  0.0206677i 0.0794913 + 0.0063593i
0.0794913 + 0.0063593i 0.0524642  0.1558029i
d=c*b
d =
2.4165342  0.2066773i
0.7949126 + 0.0635930i
Now I'm stuck here, getting my J2 into Vo. I try V=IR, so
d(2,1)*3j =
ans =
0.1907790  2.3847377i
Which is not Vo according to the book...
Anyone?
I'm thinking its either my mesh equations or my calculating Vo after I obtain I2.
Mesh1 I get: 1*J1 + j6*J1 + j2*J2 = 10 angle 0
Mesh2 I get: j2*J1 + j4*J2 + 4*J2  j3*J2 = 0
In Matrix(scilab input format, cuz I dont know how to do a matrix here)
a=[ 1+6j , 2j ; 2j , 4+j ]
b=[10;0]
So then, to calculate J1 and J2, I do
c=a/det(a)
c =
0.2416534  0.0206677i 0.0794913 + 0.0063593i
0.0794913 + 0.0063593i 0.0524642  0.1558029i
d=c*b
d =
2.4165342  0.2066773i
0.7949126 + 0.0635930i
Now I'm stuck here, getting my J2 into Vo. I try V=IR, so
d(2,1)*3j =
ans =
0.1907790  2.3847377i
Which is not Vo according to the book...
Anyone?
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