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0.55 +0.5 102 S Problem 4.4 In Fig. 4.4, R=0.2 M2, C=25 pF and L=0.04 H. Show that the transfer function H(s) is: 1 (5) H(S)=

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mu And cierto LLO R R Fiolt) 410) @ R TL es ER -SLXLS DO y cost ER { sults su szc+1 fiolt) 1,Lt) ER 7 Lolt) FR SELCH til) क)9 Loot iwe Now applying current division rule in branch get Colt) R xict) RtRLCS2+LS +R LCS2+1 Lolt H(S) - lilt) R (Les²+1) Sa) In ordu to plot pole zero diagram we must simplify the HCS HC) 0.5s 2 to.5 2012 2 S 2 + s +1 7 Jo 10 -> 0.55 +0.5x1012 tol4 Or 10 st 109 2 1-399 1091109x7 19:27 2 Pig Ps 0 5xlo I 1999 x105 Julxtos) +2 y Z 40.5+19.99)x+0 px jioxtos zi to 8 2 15 6.55 for the ditumination of filter Conside the simplified egn of H(s) from H15) o.s (521012) s2105s +1012 egno i Now, at S = 0Ango → Resonant frequency wo= tic 6 Wo - SO Jo.04 X2 5x1512 we=100 a parallel RLC circut Quality factor of guen ky q: R JE =

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    0.552 +0.5 102 s² + +1 S In Fig. 4.4, R=0.2 M2, C=25 pF and L=0.04 H. Show that the transfer function H(s) is: 1,(s) H(S) = I(S) 1012 10 (a) Plot the pole-zero diagram of H(s). (b) What filter is given by H(s)? Why? (c) Determine the resonant frequency 0., the quality factor Q, the cut-off frequencies 01 and 02 and the bandwidth B. i (t) w ift) R Fig. 4.4 jo

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