2 AT TIME to THE VOLTAGE Across THE CAPACITOR IS lov. IF THE SWITCH IS CLOSED...
The initial voltage across the capacitor is 0 V. At time t=0, the switch is closed a) What is the time constant for this circuit? b) What is the final voltage across the 50 capacitor? c) What is the expression for the voltage across the 50 capacitor? d) Sketch the waveform for . e) What is the maximum instantaneous current that will flow through the capacitor? f) When will the voltage reach 5.0 V?
I4(0)
... current through R4 just after switch is closed ... =
0.04196 A
I4(∞) ... current through
R4 after switch has been closed for a very long time ...
= 0.05539 A
IL(∞) ... current through inductor
after switch has been closed for a very long time ... =
0.03767 A
VL,max(closed) ... maximum voltage
across inductor during the time when switch is closed ... =
4.28 V
VL,max(open) ... maximum voltage
across inductor during the time when switch...
switch R, -2.00x10' * Ar the capacitor is unchanged and the switch is closed in the circuit shown to the right. Think carefully before doing and calculations for each of the following pans. Find the current th a t the instant after the switch is closed 8-20.00 b) Find the current thru Rj a long time after the switch is closed. e) Find the voltage across the capacitor a long time after the switch is closed d) The switch is...
What is the voltage across the capacitor immediately after the
switch S is closed? At that instant,
what current flows out of the battery?
100 10.02 12.0 V' C= 1.5uF ২9.02 5.0 )
Consider the circuit shown at left. At 0.2 seconds after the switch is closed, What is the current in the circuit? What is the voltage across the inductor at this time? What is the energy stored in the inductor at this time?
A circuit is constructed with a resistor, two inductors, one capacitor, one battery and a switch as shown. The value of the resistance is R1 4252. The values for the inductances are: L 1 398 mH and L2-108 mH . The capactance C-186 μF and the battery voltage is V-12V. The positive terminal of the battery is indicated with a sign 1) The switch has been closed for a long time when at time 0, the switch is opened. What...
Consider the circuit shown in the figure.
a. What is the voltage across the inductor in the instant just
after the switch is closed? Use the following data:
Vb = 6.40, V; R = 146.0 ?; L
= 8.07×10-1 H.
b. After the switch is closed for a long time, what is the
energy stored in the inductor?
Inductor Problem:
Consider the circuit shown in the figure.
A) What is the voltage across the inductor in the instant just
after the switch is closed? Use the following data:
Vb = 5.50, V; R = 135.0 Ω; L
= 6.87×10-1 H.
B) After the switch is closed for a long time, what is the
energy stored in the inductor?
The capacitor in the circuit is initially uncharged, when at t = 0 s, the switch is closed. At what time is the voltage across the capacitor equal to 7.5 V?
6. Before the switch is closed in the figure 3, the potential across the capacitor is 200 V. At some instant after the switch is closed, the instantaneous current is 0.70 A. What is the energy in the capacitor at this instant? (a) 49 mJ 31 mJ 0.20H (c) 80 mJ (d) 0.13 J (e) 62 mJ 0 e. Fig. 3