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In a simple RC circuit design, a resistor (1 M2) and a capacitor (2 µF) are connected in series with a switch and a power supply of 20V as shown below. 3 of 7 (4) Figure 1: A nimple RC cireuit Determine the time constant (to), amount of time required for the charge on a charging capacitor to rise to 63% of its final value, of the RC-circuit and verify that (to) is consistent with your result. What is the maximum voltage and current that can be achieved at the steady state condition of the capacitor. Write down the specific time-dependent expressions for the relative charge (Q/Q.) development in the capacitor, the relative current flow (1/1,) and the relative potential difference (V/V) measured across the resistor (R) during the charging and discharging processes respectively.

In a simple RC circuit design, a resistor (1 M2) and a capacitor (2 µF) are connected in series with a switch and a power supply of 20V as shown below. 3 of 7 (4) Figure 1: A nimple RC cireuit Determine the time constant (to), amount of time required for the charge on a charging capacitor to rise to 63% of its final value, of the RC-circuit and verify that (to) is consistent with your result. What is the maximum voltage and current that can be achieved at the steady state condition of the capacitor. Write down the specific time-dependent expressions for the relative charge (Q/Q.) development in the capacitor, the relative current flow (1/1,) and the relative potential difference (V/V) measured across the resistor (R) during the charging and discharging processes respectively.

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In a simple RC circuit design, a resistor (1 MQ) and a capacitor (2 µF) are connected in series with a switch and a power supply of 20V as shown below. 3 of 7 AVT (a) (b) Figure 1: A simple RC circuit Determine the time constant (to), amount of time required for the charge on a charging capacitor to rise to 63% of its final value, of the RC-circuit and verify that (to) is consistent with your result. What is the maximum voltage and current that can be achieved at the steady state condition of the capacitor. Write down the specific time-dependent expressions for the relative charge (Q/Q.) development in the capacitor, the relative current flow (I/I,) and the relative potential difference (V/V) measured across the resistor (R) during the charging and discharging processes respectively. Sketch 3 separate graphs for the time development of the charge (Q) on the capacitor, current (I) and potential difference (V) across the resistor during the harging and discharging process in the series RC-Circuit.
Transcribed Image Text:In a simple RC circuit design, a resistor (1 MQ) and a capacitor (2 µF) are connected in series with a switch and a power supply of 20V as shown below. 3 of 7 AVT (a) (b) Figure 1: A simple RC circuit Determine the time constant (to), amount of time required for the charge on a charging capacitor to rise to 63% of its final value, of the RC-circuit and verify that (to) is consistent with your result. What is the maximum voltage and current that can be achieved at the steady state condition of the capacitor. Write down the specific time-dependent expressions for the relative charge (Q/Q.) development in the capacitor, the relative current flow (I/I,) and the relative potential difference (V/V) measured across the resistor (R) during the charging and discharging processes respectively. Sketch 3 separate graphs for the time development of the charge (Q) on the capacitor, current (I) and potential difference (V) across the resistor during the harging and discharging process in the series RC-Circuit.
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