- #1
Nasoomah
- 2
- 0
1. For the circuit of Figure 1, VT = 100 V, R = 5000 Ω and C = 400 μF; switch S is closed at t = 0.
a) Determine the instantaneous power absorbed by the capacitance.
b) Obtain an expression for the instantaneous power dissipated in the resistance.
c) Determine the voltage across the capacitor at time t = 1.39 s.
A 75-Ω resistance is connected in parallel with a 10-μF capacitance. Determine an equivalent series RC circuit such that the two circuits have the same impedance at an angular frequency of 1000 rad/s.
If a voltage source is connected to the parallel RC circuit as shown in Figure 2, determine the maximum energy absorbed by the capacitor.
Figure 2
Explain the graph for energy absorbed and released from a capacitor in the circuit in Figure 2.
q3: Replace the network of Figure 3 to the left of terminals ab by its Thevenin’s equivalent
q4:
For the circuit given in Figure 4, for t > 0, determine the inductor current〖 i〗_L (t).
the figure in the attachments
a) Determine the instantaneous power absorbed by the capacitance.
b) Obtain an expression for the instantaneous power dissipated in the resistance.
c) Determine the voltage across the capacitor at time t = 1.39 s.
A 75-Ω resistance is connected in parallel with a 10-μF capacitance. Determine an equivalent series RC circuit such that the two circuits have the same impedance at an angular frequency of 1000 rad/s.
If a voltage source is connected to the parallel RC circuit as shown in Figure 2, determine the maximum energy absorbed by the capacitor.
Figure 2
Explain the graph for energy absorbed and released from a capacitor in the circuit in Figure 2.
q3: Replace the network of Figure 3 to the left of terminals ab by its Thevenin’s equivalent
q4:
For the circuit given in Figure 4, for t > 0, determine the inductor current〖 i〗_L (t).
the figure in the attachments
Last edited:
… what attachments? 
