3) You are given the following circuit with an uncharged capacitor. At time t = 0 the switch is connected, and the circuit is completed. Ro Vo V1= 3 V R1 = 48 Q Cı= 12 µF Aplates/sheets =2.63 m², d = 2x10-6 m; k = 1 Vo= 12 V Ro= 35 N a. Write the only loop law for this problem! b. Solve the circuit (determine all currents or charges and voltages on all devices!) for t = 0. c. Determine the power dissipated in the resistor zero (RO) for t = 0. d. Solve the circuit (determine all currents or charges and voltages on all devices!) for t> 0 (after waiting a “long" time). You are putting the circuit away when you accidentally knock it off the table, and it hits the floor hard. When you pick it up the only thing that looks damaged is the capacitor (it looks crushed/smooshed). You plug it in anyways and the circuit runs. However, you now see after waiting a long time a charge of 340 µC is stored on the capacitor. e. Determine the new thickness of the capacitor after being dropped.
3) You are given the following circuit with an uncharged capacitor. At time t = 0 the switch is connected, and the circuit is completed. Ro Vo V1= 3 V R1 = 48 Q Cı= 12 µF Aplates/sheets =2.63 m², d = 2x10-6 m; k = 1 Vo= 12 V Ro= 35 N a. Write the only loop law for this problem! b. Solve the circuit (determine all currents or charges and voltages on all devices!) for t = 0. c. Determine the power dissipated in the resistor zero (RO) for t = 0. d. Solve the circuit (determine all currents or charges and voltages on all devices!) for t> 0 (after waiting a “long" time). You are putting the circuit away when you accidentally knock it off the table, and it hits the floor hard. When you pick it up the only thing that looks damaged is the capacitor (it looks crushed/smooshed). You plug it in anyways and the circuit runs. However, you now see after waiting a long time a charge of 340 µC is stored on the capacitor. e. Determine the new thickness of the capacitor after being dropped.
Transcribed Image Text:3) You are given the following circuit with an uncharged capacitor. At time t = 0 the switch is
connected, and the circuit is completed.
Ro
Vo
R,
Vo= 12 V
V1= 3 V
Ro= 35 N
R1= 48 Q
C1= 12 µF
Aplates/sheets =2.63 m², d = 2x10-6 m; k = 1
a. Write the only loop law for this problem!
b. Solve the circuit (determine all currents or charges and voltages on all devices!) for t = 0.
c. Determine the power dissipated in the resistor zero (RO) for t = 0.
d. Solve the circuit (determine all currents or charges and voltages on all devices!) for
t>0 (after waiting a "long" time).
You are putting the circuit away when you accidentally knock it off the table, and it hits the
floor hard. When you pick it up the only thing that looks damaged is the capacitor (it looks
crushed/smooshed). You plug it in anyways and the circuit runs. However, you now see after
waiting a long time a charge of 340 µC is stored on the capacitor.
e. Determine the new thickness of the capacitor after being dropped.
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