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3. In my Lecture Note #9, the 8 poles of the Butterworth filter are located at Sk = ce (16 +(k-)), k = 1,2,

3. In my Lecture Note ( # 9 ), the 8 poles of the Butterworth filter are located at ( s_{k}= ) ( Omega_{C} e^{jleft(

is an analog law-pass poles. # Butferworth filter  

3. In my Lecture Note #9, the 8 poles of the Butterworth filter are located at Sk = ce (16 +(k-)), k = 1,2, ... 8. Let us define bilinear transformation as z(s) = 8 Make a sketch to show the locations of z(Sk) on the z-plane. Explain what you see. 9 + 1+Tds/2 1-Tas/2 Ma 58 Im [s] s = 97 16 Scei ({+#). Sttl=S.ei k2=1-..7. 12c Reis] H(s) #Butterworth filter is = an " II (S- Skel k=1 B(s) A(s) 5 = 5, 52-58 analog low-pass poles.

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