,
H(jω) = Ym/Xm.
, jω , (), :
H(jω) = Ym/Xm=(Ymj φy)/ (Xmj φx) = (Ym/Xm)j φ(ω)
, :
1. H(ω) = Ym/Xm ;
2. φ(ω) = φy - φx - .
, , EWB. .1.1.
(Magnitude) Umy/Umx, Umy - OUT - Ĕ, Umx IN - Ĕ. (Phase) Umy Ĕ, - Umx Ĕ.
: ( LOG) ( LIN), F I .
, ←, →.
.
, (jω)= U2m/U1m. . , (ω)=U2m/U1m, φ(ω)= φ2- φ1.
, , .
.1.2.
Z(jω)=U1m/I1m. . , Z(ω) =U1m/I1m, φ(ω) = φu1- φI1.
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.1.3.
, R, , .
, :
H(jω) = Ym/Xm= U1m/I1m=Z(jω)
, Analysis Graphs, . , EWB , Word, Edit Copy as Bitmap. , . , Windows.
. .1.5.
1 ( 500, 500). . . . , .
() (jω) (ω) φ(ω). . . (jω) ω 0 ∞ (.1.6). - . , .
, X Re[(jω)] , Y Jm[(jω)] . , ω, (jω) . .
(ω) φ(ω), ωi , .
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(jω) (jω) = Re[(jω)] + jJm[(jω)], ωi Re[(jω)] = 1(ωi) Jm[(jω)] = 2(ωi), , , , .
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