Continuing on from the previous scenario, assume now that the switch has been left in the charging position for an extremely long time before being changed to the discharging position.
(f) What is the initial discharging circuit current i.e. instantly after the switch is thrown?
(g) Determine an expression for the discharging circuit inductor voltage.
(h) Calculate the half life time of the discharging circuit current.
(i) What is the inductor voltage magnitude at the time calculated in part (h)?
Homework Answers
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Continuing on from the previous scenario, assume now that the
switch has been left in the...
4. a. For the circuit to the left, switch 1000 2 assume the switch has been...
4. a. For the circuit to the left, switch 1000 2 assume the switch has been closed for a very long time; calculate the voltage across the capacitor. Show your work. 10.0 μF 24.0 2000 Ω b. Att- 0s, the switch is opened. At t 0.022 s, what is the voltage across the capacitor? Show your work 1000 Ω
Refer to the transient L-R circuit below. Answer / calculate the following, showing ALL steps R1...
Refer to the transient L-R circuit below. Answer / calculate the following, showing ALL steps R1 65Ω S1 R4 600Ω 20V 1.2k2 1.2k R3 L1 50Ω 30uH a) Deduce the mathematical expression for the current through L1 if the charging process starts at t: 0.005 us (Approx. 0.00 μs) b) Assume switch S1 is switched over at t 0.3 us to stop the charging and start the discharging process. Calculate the magnitude of the current through the inductor L1 at...
Problem 2: /10 A) For the RC circuit of Figure 1, the switch is put in...
Problem 2: /10 A) For the RC circuit of Figure 1, the switch is put in the position a at t=0 (charging phase). Report the time constant of the circuit t, , voltage Vc and current Ic at time t = t;/2 Fig. 2 3c B) At time t = 7, /2 , the switch in the RC circuit of Figure 2 is moved in the position b (discharging phase); Report the time constant of the circuit ta , voltage...
The switch has been in position "a" for a long time. At time t = 0
The switch has been in position "a" for a long time. At time t = 0, the switch moves from position a to position b. The switch is a "make-before-break" type: that is, the connection at position b is established before the connection at position a is broken, so there is no interruption of the current through the inductor. Questions 1. Determine the initial value of the current. 2. Determine the final value of the current and the time constant. 3. Complete Solution for...
Additional Information: - For t < 0, the switch is in the left position. Assume it...
Additional Information:
- For t < 0, the switch is in the left position. Assume it
has been there a long time. At t = 0, the switch is shifted to the
right position, disconnecting the battery from the circuit.
- Replace the Capacitors in the circuit shown with Inductors
(with inductance L)
- Replace the word "capacitor in part (b) with "Inductor"
- Omit the second question: "use physical arguments to
explain..." in part (b)
Basically, I just need...
The switch in the figure below is connected to position a for a long time interval....
The switch in the figure below is connected to position a for a long time interval. At t = 0, the switch is thrown to position b. After this time, what are the following? (Let C = 1.50 μF) 10.0 Ω a b0.100 H 12.0 (a) the frequency of oscillation of the LC circuit Hz (b) the maximum charge that appears on the capacitor με ur (c) the maximum current in the inductor MA (d) the total energy the circuit...
The switch in the circuit in (Figure 1) has been in the left position for a long time
The switch in the circuit in (Figure 1) has been in the left position for a long time. At t = 0, it moves to the right position and stays there. Part A Select the correct expression for the capacitor voltage, v(t), fort t ≥ 0Part B Select the correct expression for the current through the 24 kΩ resistor i(t) ≥ 0+.
Assume that the switch has been in position 1 for a long time, and then at time t=0 the switch is moved to position 2. Calculate i(t) fort > 0.
Circuit 1. Assume that the switch has been in position 1 for a long time, and then at time t=0 the switch is moved to position 2. Calculate i(t) fort > 0. Circuit 1: Find v(0), i.e. the capacitor voltage at time 0 (in Volts). 2.4Circuit 1: What is v(t), approximately, for extremely larget, for example, for t= 10000000 s.
The switch in the circuit has been closed for a long time before it is opened at t = 0
The switch in the circuit has been closed for a long time before it is opened at t = 0a) io(t) for t ≥ 0+b) vo(t) for t ≥ 0+, where vo is the voltage drop across the 54 Ω resistor.c) The total energy stored in the 0.5 H inductor that is dissipated in the 26 Ω resistor
4. The switch in the circuit below has been in the left positiorn for a long...
4. The switch in the circuit below has been in the left positiorn for a long time. Att -0 it moves to the right position and stays there. a. Write the expression for the capacitor voltage v(t) for t 20 r the current through the 40 kΩ resistor, i(t), for t2 0 c. What percentage of the initial energy stored in the capacitor is dissipated by the 40 kS2 resistor? 200 i
4. a. For the circuit to the left, switch 1000 2 assume the switch has been closed for a very long time; calculate the voltage across the capacitor. Show your work. 10.0 μF 24.0 2000 Ω b. Att- 0s, the switch is opened. At t 0.022 s, what is the voltage across the capacitor? Show your work 1000 Ω
Refer to the transient L-R circuit below. Answer / calculate the following, showing ALL steps R1 65Ω S1 R4 600Ω 20V 1.2k2 1.2k R3 L1 50Ω 30uH a) Deduce the mathematical expression for the current through L1 if the charging process starts at t: 0.005 us (Approx. 0.00 μs) b) Assume switch S1 is switched over at t 0.3 us to stop the charging and start the discharging process. Calculate the magnitude of the current through the inductor L1 at...
Problem 2: /10 A) For the RC circuit of Figure 1, the switch is put in the position a at t=0 (charging phase). Report the time constant of the circuit t, , voltage Vc and current Ic at time t = t;/2 Fig. 2 3c B) At time t = 7, /2 , the switch in the RC circuit of Figure 2 is moved in the position b (discharging phase); Report the time constant of the circuit ta , voltage...
Additional Information:
- For t < 0, the switch is in the left position. Assume it
has been there a long time. At t = 0, the switch is shifted to the
right position, disconnecting the battery from the circuit.
- Replace the Capacitors in the circuit shown with Inductors
(with inductance L)
- Replace the word "capacitor in part (b) with "Inductor"
- Omit the second question: "use physical arguments to
explain..." in part (b)
Basically, I just need...
The switch in the figure below is connected to position a for a long time interval. At t = 0, the switch is thrown to position b. After this time, what are the following? (Let C = 1.50 μF) 10.0 Ω a b0.100 H 12.0 (a) the frequency of oscillation of the LC circuit Hz (b) the maximum charge that appears on the capacitor με ur (c) the maximum current in the inductor MA (d) the total energy the circuit...
4. The switch in the circuit below has been in the left positiorn for a long time. Att -0 it moves to the right position and stays there. a. Write the expression for the capacitor voltage v(t) for t 20 r the current through the 40 kΩ resistor, i(t), for t2 0 c. What percentage of the initial energy stored in the capacitor is dissipated by the 40 kS2 resistor? 200 i
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