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)
149
azur DacMagic Plus
ITALIANO
Filtro Steep
-80
-60
-40
-20
0
20
-200
-180
-160
-140
-120
-100
0 0.1 0.2 0.3 0.4 0.5 0.6 0.7 0.8 0.9 1
Magnitudine (dB)
Risposta in frequenza
Frequenza/FS (velocità di campionamento in ingresso)
Filtro Steep
Filtro a fase lineare