2 What is the total energy dissipated in the resistor after


2. What is the total energy dissipated in the resistor after time t=0

3. For the circuit, consider the case when the switch is in position b for a long time, then switched to position a at time t=0. What is the capacitor voltage Vc at time t=1.1 ms?

44. [2pt The circuit below was at position a for a long time. It is suddenly switche The circuit below was at position a for a long time. It is suddenly switche Tar aach ctatement select T True. F False)

Solution

Voltage Vo = 3volt

Resistance R = 300 ohm

Capacitance C = 3 x10 -6 F

Time t= 1.5 x10 -3 s

In the dischargeing of the capacitor in RC circuit,

Charge at time t is q = Q e -t/RC

Where Q = maximum charge

   qC = QC e -t/RC

We know qC = V and QC = Vo Where Vo = maximum voltage

Therefore V = Vo e -t/RC

                  = 3 e -(1.5 x10^-3 )/(300)(6x10^-6)

                 = 3 e -0.833

                 =3(0.4345)

                 =1.303 volt

(b).Total energy dissipated in the resistor P=Vo 2/R

                                                              = 3 2 / 300

                                                              = 0.03 watt

(c).

Time t= 1.1 x10 -3 s

In the dischargeing of the capacitor in RC circuit,

Charge at time t is q = Q[1- e -t/RC]

Where Q = maximum charge

   qC = QC [1-e -t/RC ]

We know qC = V and QC = Vo Where Vo = maximum voltage

Therefore V = Vo [1- e -t/RC]

                  = 3 [1- e -(1.1 x10^-3 )/(300)(6x10^-6) ]

                 = 3[1- e -0.833]

                 =3(1- 0.6111)

                 =3(0.3888)

                 = 1.1666 volt

 2. What is the total energy dissipated in the resistor after time t=0 3. For the circuit, consider the case when the switch is in position b for a long time, t
 2. What is the total energy dissipated in the resistor after time t=0 3. For the circuit, consider the case when the switch is in position b for a long time, t

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