Homogeene liin
14=3768
I ' 2 =I 2∗eiψ 2=52,1∗10−3∗e 12,42 j=52,1∗10−3∗( cos 12.42+ jsin 12.42 )=0.051+ j 0.011=0.052∠ 12.17
−3 0
Z 0 =R 0 +ω∗L0∗ j=5.5+3768∗3∗10 j=5.5+ j 11.3=12,57 ∠ 64,05
−6 −9 −6 −5 0
Y 0=G 0 +ω∗C 0∗ j=0.65∗10 +3768∗10∗10 ∗j=( 0.65+ j 37.68 )∗10 =3,77∗10 ∠ 89,01
Sekudaarparameetrid:
ZC =
√ √
Z0
Y0
=
5.5+ j11.3
( 0.65+ j 37.68 )∗10−6
=1000∗
√
5.5+ j 11.3
0.65+ j37.68
=1000∗
√