f70b00f6-00c9-4bd0-acea-a6eee8c09e83 4 3 5 false true 0 0 decimal

Cellule Sallen Key à suiveur

0,5 en LR2 ; 0,707 en But2

Low Pass :

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 nF 14.5 nF 14.5 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

High Pass :

15900 Ω * 15900 Ω *

source : https://www.linkwitzlab.com/filters.htm