A band-pass filter can be constructed by cascading two Sallen-Key filters of the active high-pass filter and low-pass. The two filters produce a band-pass filter where the low corner frequency, f = 300 kHz whereas the high-corner frequency, fH= 500 kHz. 1. Calculate the resistances (RA1, RA2, R81, Rg2) for both filters by using these capacitors value, CA1= Ca2 = C81 = C82 = 7pF. In addition, the value of the resistors must follow these conditions: the resistance in low-pass filter is RA2=2RA1 and in high-pass filter is Rg1=3R82.

A band-pass filter can be constructed by cascading two Sallen-Key filters of the active high-pass filter and low-pass. The two filters produce a band-pass filter where the low corner frequency, f = 300 kHz whereas the high-corner frequency, fH= 500 kHz. 1. Calculate the resistances (RA1, RA2, R81, Rg2) for both filters by using these capacitors value, CA1= Ca2 = C81 = C82 = 7pF. In addition, the value of the resistors must follow these conditions: the resistance in low-pass filter is RA2=2RA1 and in high-pass filter is Rg1=3R82.

Introductory Circuit Analysis (13th Edition)

13th Edition

ISBN:9780133923605

Author:Robert L. Boylestad

Publisher:Robert L. Boylestad

Chapter1: Introduction

Section: Chapter Questions

Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...

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