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12 Pages

### Problem-149

Course: EECS EE40, Spring 2012
School: Berkeley
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Word Count: 488

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9.14 Problem Generate Bode magnitude and phase plots for the following voltage transfer functions: 4 104 (60 + j6 ) (a) H( ) = (4 + j2 )(100 + j2 )(400 + j4 ) (1 + j0.2 )2 (100 + j2 )2 (b) H( ) = ( j )3 (500 + j ) 8 102 (10 + j10 ) (c) H( ) = j (16 2 + j4 ) 4 104 2 (100 2 + j50 ) (d) H( ) = (5 + j5 )(200 + j2 )3 j5 103 (20 + j2 ) (e) H( ) = (2500 2 + j20 ) 512(1 + j )(4 + j40 ) (f) H( ) = (256 2 +...

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Problem 9.16 Determine the voltage transfer function H( ) corresponding to theBode magnitude plot shown in Fig. P9.16. The phase of H( ) is 90 at = 0.M [dB]60 dB40 dB20 dB00.5550500 (rad/s)Figure P9.16: Bode magnitude plot for Problem 9.16.So
Berkeley - EECS - EE40
Problem 9.23 The element values of a parallel RLC circuit are R = 100 ,L = 10 mH, and C = 0.4 mF. Determine 0 , Q, B, c1 , and c2 .Solution: From Table 9-3:110 = == 500 rad/s,2 0.4 103LC10R100= 20,Q==0 L 500 1020 500B=== 25 rad/s,Q20
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Problem 7.37 Determine the Th venin equivalent of the circuit in Fig. P7.37 ateterminals (a, b), given thatvs (t ) = 12 cos 2500t V,is (t ) = 0.5 cos(2500t 30 ) A.54 mH+_ vs(t)4 mHais(t)80 F10 bFigure P7.37: Circuit for Problem 7.37.Soluti
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Problem 7.47 Apply nodal analysis in the phasor domain to determine iC (t ) in thecircuit of Fig. P7.47.520 mH20 mHiC51mF1.65+_ 12 cos (400t 30o) VFigure P7.47: Circuit for Problem 7.47.Solution:5j8 V1j8 V2IC55j4 +_ 1230oVZL =
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Problem 9.22 A series RLC circuit is driven by an ac source with a phasor voltageVs = 1030 V. If the circuit resonates at 103 rad/s and the average power absorbedby the resistor at resonance is 2.5 W, determine the values of R, L, and C, given thatQ =
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