Chapter Questions
The voltage across a $10 \mu \mathrm{F}$ capacitor is given by the waveform in Figure P3.1. Compute the current waveform.Figure P3.1 can't copy
The voltage waveform across a $5 \mu \mathrm{F}$ capacitor is shown in Figure P3.2. Determine the waveform for the current.Figure P3.2 can't copy
The voltage across a $10 \mu \mathrm{F}$ capacitor is shown in Figure P3.3. Determine the current waveform.Figure P3.3 can't copy
The voltage waveform across a $20 \mu \mathrm{F}$ capacitor is shown in Figure P3.4. Compute the waveform of the capacitor current.Figure P3.4 can't copy
Find the equivalent capacitance at the terminals A-B in the network in Figure P3.5.Figure P3.5 can't copy
Find $C_{A B}$ at the terminals of the circuit in Figure P3.6.Figure P3.6 can't copy
Find $C_{A B}$ in the network in Figure P3.7.Figure P3.7 can't copy
Find the equivalent capacitance $C_{A B}$ in the network in Figure P3.8.Figure P3.8 can't copy
Find $C_{A B}$ in the circuit in Figure P3.9. All capacitor values are in micro farads.Figure P3.9 can't copy
The current in a $20 \mathrm{mH}$ inductor is given by the waveform in Figure P3.10. Compute the waveform for the inductor voltage.Figure P3.10 can't copy
The current in a $10 \mathrm{mH}$ inductor has the waveform shown in Figure P3.11. Determine the waveform of the inductor voltage.Figure P3.11 can't copy
The waveform of the current in a $40 \mathrm{mH}$ inductor is shown in Figure P3.12. Determine the waveform of the inductor voltage.Figure P3.12 can't copy
The current in a $6 \mathrm{mH}$ inductor is shown in Figure P3.13. Determine the waveform of the inductor voltage.Figure P3.13 can't copy
Find the equivalent inductance at the terminals A-B in the circuit in Figure P3.14.Figure P3.14 can't copy
Find $L_{A B}$ in the network in Figure P3.15. All inductors are $12 \mathrm{mH}$Figure P3.15 can't copy
Find $L_{A B}$ in the circuit shown in Figure P3.16.Figure P3.16 can't copy
Find the equivalent inductance of the network shown in Figure P3.17 at the terminals A-B. All inductors are $8 \mathrm{mH}$.Figure P3.17 can't copy
Determine the inductance at the terminals A-B of the circuit shown in Figure P3.18.Figure P3.18 can't copy
Find the inductance labeled $L_{A B}$ in the network in Figure P3.19.Figure P3.19 can't copy
A flash bulb circuit for a camera is shown in Figure P3.20. Initially both switches are open. Switch 1 closes to charge the capacitor. Once the capacitor is charged, switch 1 opens. When switch 2 closes, the energy stored in the capacitor is discharged through the light bulb represented by the $0.2 \Omega$ resistor. Find the equation of the current that causes the bulb to flash.Figure P3.20 can't copy
Given the network in Figure P.3.21, assume the switch has been in position 1 for a long time and moves to position 2 at $t=0$. Calculate the voltage $v_0(t)$ for $t>0$.Figure P3.21 can't copy
The switch in the network in Figure P3.22 closes at $t=0$. Calculate $v_0(t)$ for $t>0$.Figure P3.22 can't copy
Consider the circuit shown in Figure P3.23. Assuming that the switch has been in position 1 for a long time, at time $t=0$ the switch is moved to position 2. Calculate the current $i(t)$ for $t>0$.Figure P3.23 can't copy
In the circuit in Figure P3.24 find $i_0(t)$ for $t>0$.Figure P3.24 can't copy
Find $v_c(t)$ for $t>0$ in the circuit shown in Figure P3.25.Figure P3.25 can't copy
Find $i_0(t)$ for $t>0$ in the circuit in Figure P3.26.Figure P3.26 can't copy
Consider the network in Figure P3.27. At $t=0$, the switch opens. Find $v_0(t)$ for $t>0$.Figure P3.27 can't copy
Find $v_c(t)$ for $t>0$ in the network in Figure P3.28.Figure P3.28 can't copy
Consider the network in Figure P3.29. The switch closes at $t=0$. Find $v_0(t)$ for $t>0$.Figure P3.29 can't copy
Find $i_0(t)$ for $t>0$ in Figure P3.30.Figure P3.30 can't copy
Find $v_c(t)$ for $t>0$ in the circuit in Figure P3.31.Figure P3.31 can't copy
Find $i_0(t)$ for $t>0$ in Figure P3.32.Figure P3.32 can't copy
Consider the circuit shown in Figure P3.33. The circuit is steady state prior to time $t=0$, when the switch is closed. Calculate the current $i(t)$ for $t>0$Figure P3.33 can't copy
In the circuit in Figure P3.34 find $v_c(t)$ for $t>0$.Figure P3.34 can't copy
In the network in Figure P3.35, find $i_L(t)$ for $t>0$.Figure P3.35 can't copy
Given the circuit shown in Figure P3.36, at $t=0$ the switch is opened. Calculate the current $i(t)$ for $t>0$.Figure P3.36 can't copy
Find $v_0(t)$ for $t>0$ in the circuit in Figure P3.37.Figure P3.37 can't copy
In the circuit shown in Figure P3.38, the switch opens at $t=0$. Find $i_1(t)$ for $t>0$.Figure P3.38 can't copy
Consider the network shown in Figure P3.39. If the switch opens at $t=0$, find the output voltage $v_0(t)$ for $t>0$.Figure P3.39 can't copy
Find $v_0(t)$ for $t>0$ in the circuit in Figure P3.40.Figure P3.40 can't copy
The switch in the network in Figure P3.41 closes at $t=0$. Find $i_0(t)$ for $t>0$.Figure P3.41 can't copy
The switch in the network in Figure P3.42 opens at $t=0$. Find $v_0(t)$ for $t>0$.Figure P3.42 can't copy
Find $v_0(t)$ for $t>0$ in the circuit in Figure P3.43.Figure P3.43 can't copy
Determine $i_0(t)$ for $t>0$ in Figure P3.44.Figure P3.44 can't copy
In the network in Figure P3.45, find $i_L(t)$ for $t>0$.Figure P3.45 can't copy
Given the series circuit in Figure P3.46 with the following network parameters $R=2 \Omega$, $L=\frac{1}{4} H$, and $C=\frac{1}{9} F$, determine the type of damping the network will exhibit.Figure P3.46 can't copy
The resistor in the network in problem 3.46 is changed to $R=3 \Omega$. What impact does this change have on the circuit damping?
If the resistor in the circuit in problem 3.46 is changed to $R=4 \Omega$, will this change have any effect on the circuit's damping? If so, what, and if not, why not?
The parameters for the parallel RLC circuit in Figure P3.49 are $R=1 \Omega, L=1 H$, and $C=\frac{1}{4} F$. Determine the type of damping exhibited by the circuit.Figure P3.49 can't copy
If the inductance in the network in problem 3.49 is decreased by a factor of 2 , determine the impact on the network's damping characteristics.
If the inductance in the circuit in problem 3.49 is changed to $L=\frac{4}{3} H$, determine the effect of this change on the network's damping characteristics.
The series $R L C$ circuit shown in Figure P3.52 has the following parameters: $C=0.04 \mathrm{~F}$, $L=1 \mathrm{H}, R=6 \Omega, i_L(0)=4 A$, and $v_c(0)=-4 \mathrm{~V}$. Find the equation for the current $i(t)$.Figure P3.52 can't copy
For the underdamped circuit shown in Figure P3.53, determine the voltage $v(t)$ if the initial conditions on the storage elements are $i_L(0)=1 \mathrm{~A}$ and $v_c(0)=10 \mathrm{~V}$.Figure P3.53 can't copy
Determine the equation for the current $i(t)$, $t>0$, in the circuit shown in Figure P3.54.Figure P3.54 can't copy
In the circuit shown in Figure P3.55, find $v(t)$, $t>0$.Figure P3.55 can't copy