Question

The answer to the problem is given. Please show how to build the circuit in PSpice and how to solve it please. Thank you.

Use PSpice to obtain V, and i, in the circuit of Fig. 10.37. 3 k22 2H 2 ΚΩ w TO 2v. 120 cos 3000+ VC 19F 1 ΚΩ Figure 10.37 For Practice Prob. 10.13. Answer: 3.219 cos(3,000t – 154.6°) V, 6.527 cos(3,000t - 55.12) mA.

Answer 1

Given Circuit has voltage Souree 120 Cos/google w=3000 rad/ see amplitude form v Source voltage = 190 200) ('m amo form) at w=3000 rad/sec 8 nt w=3000 sed/sec (2&c are'w dependent) * L=QH » j X L = jwL =j (3000)(Q) jxz = 36000 2 A C= 1 MF =) -jx c= -j -j Z we (3000)(4x165) >-jxc = - j 333-3352 & Now Circuit at w=3000 rad/ see io 3K2 2kr j60002 Man C In 2 Al 120 Löv Ig Iz + to avo va 7j333-3352 1k-2 I1, I2, I, be loop /Mesh Currents

KVL in Mesh 1: 120 20)+(x103) I, -j333-33(1,-12)=0 2 20 2000 -j333-33 3) 1; +j3 333.33 12 = 120 Lo = 120 → = I, = 120 -j 333-33 Iz ra 2000-j333-33) KVL in Mesh 2 0 -j333-33 (12-I.) +(1000 +j6000) (12-13) =0 j 333.33 I, + (160o +j5666.667)1, -(1000+j6000) 13 = 0 (2 KVL in mesh 3 & (3K)I3 +2 Vo + 1K (I3-I2) +j6000 (Iz -IZ) T 30005, +(K[53-1) + lk (13-Iz) +j6000(13 -Iz)=0 3000 Iz + (1ovo +j6000) 13 -Iz)=0 9 (4000 +j6000) 13 -(1000 +j6000).12=0 >> (4+j5) I3 = (1+j6)In → I3 = (6.769 +0.346) 12/03 =) =>

for In Substitute o & ② in 3 3934 1903-1398512 1000.jstts.67)2, 2000 -j 333-33 -4000 +j6000 3769 +j0.346) 12/=0 >j333.33/6-041 +0.006) +0.027 -jo-16) 12 +1000 =j5666.667)12 - (-1307 4j 4960). In 3333-33(0.027 10.16)+1000 +15666.667 +1307149603 = -j333-330.041 +jo.006 >> (2360.33 7j 715-66)I, = (1.99 - 313-66) -> Ig - 1.99-j 13.66 = (-0083-js.s)mm (2360.33+j 715.66 subt. Is in ③ ☺ - 13 = (0.769 + jo.346 0-346) Iz (0.769 +j0-346 Iz = (1.26 - 34.51) - 0.83 0.83-js -3 15.5)x X10 А . Im

From fig. Vo= -3 ON lk. (1,-13) = 10" 60.23-js.s)-(323-34-507 - No = 62.09-10.99) v (rectanginan form (2.31 / 205034")v (polar fram) (ms) (2.31xa) cos(3000t +P05,36) V - Vo worzodus) 1205.34 تكفل بخيها (tas) -154666 = 3.266 Cos 3000t -15406 نامه ای که از from fig. the fig. Iz = io 7.10 = (1.26-j4:51) (4-5€ 4-74-3) - Tio = 6061 Cos (300ot-74.39 ma (Ems) mA (amplitude form) ve.