EBK ELECTRIC CIRCUITS
EBK ELECTRIC CIRCUITS
10th Edition
ISBN: 8220100801792
Author: Riedel
Publisher: YUZU
Question
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Chapter 12, Problem 19P

(a)

To determine

Obtain the Laplace transform of 0txdx by integrating it first and then finding the transform.

(b)

To determine

Verify the answer in Part (a) by implementing time integral operational transform given in Table 12.2.

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確定圖5-38中的I1、I2和IB。 Vcc=-12 V;R1=33 kN;RC=1.8 kN;βDC = 150;RE=560;R2=5.6 kN  圖 5-38
Consider the following circuit: Vs R₁ Vx ww C'₁ R2 Where Vs = 3.3 cos(2000t-10) VR:=2202 R2 = 1002,L=1mH, Ci = 22 nF, C2 = 47 nF N.B. We have been using cosine as the basis for our phasors. 1. What is the impedance of each of R, Ci, L (answer to within 1%): Z RI = +j Q Zci= +j QZL= +jQ 心 2. Complete the following KCL for node Vo, assuming current flowing out of the node is positive (answer to within 1%): 0= +j )+Vo/ +j0)+Vo/(0+j 回回回 3. Hence or otherwise solve for Vo in phasor form (answer to within 1% amplitude and 5 degrees of phase): Vo = ° V 回 4. Convert this phasor to a time domain expression for Vo(t) (answer to within 1% amplitude and 5 degrees of phase): Vo(t) = cos( t+ Vo 1
is pf leading, lagging or neither?
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