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barcode reader using vb net source code Transient Analysis in Software
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Section 1: FirstOrder Transients 51 Just before the switch is opened at t = 0, the current
through the inductor is 170 mA in the direction shown in Figure P51 Did steadystate conditions exist just before the switch was opened L = 09 mH R1 = 6 k R3 = 3 k VS = 12 V R2 = 6 k Figure P53
C R2 t=0 R1 + + _ V1
54 Determine the current through the capacitor just
before and just after the switch is closed in Figure P53 Assume steadystate conditions for t < 0
t=0 +
+ V _ S _ R2 iL R1 L R3 + VR3 _ V1 = 12 V R1 = 400 m
C = 150 F R2 = 22 k
55 Just before the switch is opened at t = 0 in Figure
P51, the current through the inductor is 170 mA in the direction shown Determine the voltage across R3 just after the switch is opened VS = 12 V R1 = 6 k R3 = 3 k L = 09 mH R2 = 6 k Figure P51
52 At t < 0, the circuit shown in Figure P52 is at
VS1 = 35 V C = 11 F R2 = 7 k VS2 = 130 V R1 = 17 k R3 = 23 k
steady state The switch is changed as shown at t = 0
56 Determine the voltage across the inductor just before
and just after the switch is changed in Figure P56 Assume steadystate conditions exist for t < 0 VS = 12 V R1 = 22 k Rs = 07 L = 100 mH Determine at t = 0+ the initial current through R3 just after the switch is changed
C + + VS 1 _ t=0 R3 R2 + + V _ S2
t=0 Rs + + _ Vs R1 L
Figure P56
Figure P52
57 Steadystate conditions exist in the circuit shown in
Figure P57 at t < 0 The switch is closed at t = 0 V1 = 12 V R2 = 22 k C = 047 F R1 = 068 k R3 = 18 k 53 Determine the current through the capacitor just
before and just after the switch is closed in Figure P53 Assume steadystate conditions for t < 0 V1 = 12 V R1 = 068 k C = 05 F R2 = 18 k Determine the current through the capacitor at t = 0+ , just after the switch is closed
5
Transient Analysis
512 Determine vC (t) for t > 0 The voltage across the
ic(t) R2 C R3 t=0 R1 + + V 1 _ capacitor in Figure P512 just before the switch is changed is given below vC (0 ) = 7 V R1 = 7 k
Io = 17 mA R2 = 33 k
C = 055 F
Figure P57
R2 Io R1 C + VC(t) 58 At t > 0, the circuit shown in Figure P52 is at
VS1 = 35 V C = 11 F R2 = 7 k VS2 = 130 V R1 = 17 k R3 = 23 k
steady state The switch is changed as shown at t = 0
Figure P512
Determine the time constant of the circuit for t > 0
513 Determine iR3 (t) for t > 0 in Figure P59
VS1 23 V L = 23 mH R2 = 13 VS2 = 2o V R1 = 07 R3 = 330 k
59 At t < 0, the circuit shown in Figure P59 is at
VS1 = 13 V L = 170 mH R2 = 43 k VS2 = 13 V R1 = 27 R3 = 29 k
steady state The switch is changed as shown at t = 0
514 Assume DC steadystate conditions exist in the
circuit shown in Figure P514 for t < 0 The switch is changed at t = 0 as shown VS1 = 17 V R1 = 14 k R3 = 14 k VS2 = 11 V R2 = 13 k C = 70 nF Determine the time constant of the circuit for t > 0
t=0 R1 + + V _ S1 L R2
+ _ VS 2 +
Determine: a v(t) for t > 0 b The time required, after the switch is operated, for V (t) to change by 98 percent of its total change in voltage Figure P59
t=0 + + _ VS 1 R1 C + V _ S2 + R2 + V(t)

