Elsőfokú szűrő (C,L,R)

C,f←L,R
L = ←f,R ←C,R ←C,f
R = ←f,L ←C,L ←C,f
=
\(C=\dfrac{L}{R^2}\)
fv =
\(f_v=\dfrac{R}{2\cdot \pi\cdot L}\)
=
=
C,L←f,R
fv = ←L,R ←C,R ←C,L
R = ←f,L ←C,L ←C,f
=
\(C=\dfrac{1}{2\cdot\pi\cdot f_v\cdot R}\)
=
\(L=\dfrac{R}{2\cdot\pi\cdot f_v}\)
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C,R←f,L
fv = ←L,R ←C,R ←C,L
L = ←f,R ←C,R ←C,f
=
\(C=\dfrac{1}{4\cdot \pi^2\cdot {f_v}^2\cdot L}\)
=
=
\(R=2\cdot\pi\cdot f_v\cdot L\)
f,L←C,R
C = ←L,R ←f,R ←f,L
R = ←f,L ←C,L ←C,f
=
fv =
\(f_v=\dfrac{1}{2\cdot\pi\cdot C\cdot R}\)
=
\(L=C\cdot R^2\)
=
f,R←C,L
C = ←L,R ←f,R ←f,L
L = ←f,R ←C,R ←C,F
=
fv =
\(f_v=\dfrac{1}{2\cdot\pi\cdot\sqrt{C\cdot L}}\)
=
=
\(R=\sqrt{\dfrac{L}{C}}\)
L,R←C,f
C = ←L,R ←f,R ←f,L
fv = ←L,R ←C,R ←C,L
=
=
\(L=\dfrac{1}{4\cdot\pi^2\cdot C\cdot{f_v}^2}\)
=
\(R=\dfrac{1}{2\cdot\pi\cdot C\cdot f_v}\)

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Verzió: 2024-12-04 ( 2011-09-23 .. 2024-06-28 07:56:27 UTC )