This problem requires simple substitution into the derived equation to find the answer. We are being asked to find the resistance of the across the capacitor after . We know that the charge at that time is .
We know that
Substituting this,
At
Solving for , we get
012 10.0 points Consider an RC circuit. The energy equa- tion for the circuit is given...
Consider an RC circuit. The energy equa- tion for the circuit is given by ΔΙ/round trip- -RI-C 0 (see textbook p813). Based on this equation it can be shown, by using i = dQ dt, that Q(t) = 0 exp |--) , where T = RC Given that C = 0.08 μF, and the initial plate charge is Qo. After 16 s, the plate charge is 0.5Q0. What is the resistance of the resistor across the capaciter.? Answer in units...
An RC circuit consists of a 5 uF capacitor, an 80,000 ohm resistor, and a 12-V battery. The switch is closed at t=0. a) Find the time constant of the circuit. b) Find the time to reach 90% of the maximum charge across the capacitor.
A series RC circuit has a 12 volt battery connected in series to a resistor with resistance 1 ?? and a capacitor wi capacitor. The switch is thrown at t-0 seconds. a) Write the differential equation for the circuit. b) Solve the equation for the charge q() and the current io). 8. th capacitance 1 pF. There is an initial charge of 10 nC on the
5. Consider an RC circuit with a 20.0V battery, a 350 S2 resistor and a 88.2 uf capacitor (all connected in series). A. Draw and label the circuit. B. What is the time constant for this circuit? C. What is the initial current in this circuit? D. What is the maximum charge on the capacitor?
In an RC series circuit, V = 24.0 V, resistance R = 10.0 KΩ, and capacitance C = 2200 μF. All the elements are in series and the capacitor charges gradually to its final charge Calculate the maximum charge stored in the capacitor g) Calculate the initial electric current in the circuit.
PLEASE ANSWER VERY QUICKLY!! I RATE HIGH!! The experiment is on RC circuits and the aim is to determine the time constant. Your group sets up the circuit with a resistor R and a capacitor C connected to a switch and an ideal battery (E). The circuit diagram is shown in the figure. You close the switch at time Os and the voltage across the capacitor Ve and current I in the ammeter are recorded in a spreadsheet using a...
Consider a series RC circuit as in the figure below for which R = 8.00 M2, C = 4.00 uF, and ε = 34.0 V. sa (a) Find the time constant of the circuit. (b) What is the maximum charge on the capacitor after the switch is thrown closed? UC (c) Find the current in the resistor 10.0 s after the switch is closed. НА
7. (10 points) You have an RC circuit with a battery (all are in series). The battery is a 20V battery, the resistor is 600 92, and the capacitor is 4 uF. Find the following a DERIVE an expression for the current in the circuit at any time. b. Find the charge on the capacitor at t=0.0048 s.
D Question 5 1 pts A capacitor Cis in an RC circuit with an initial charge Qo. When the circuit is closed, the energy dissipated in the resistor is used to heat a material of specific heat cp and mass m, with an efficiency e. Assuming that the material is thermally isolated from everything except the resistor and that the heat capacity of the resistor is negligible compared with the material, what is the change in temperature of the material...
The parameters of all elements in the circuit shown below are given: Ri=16.4 k22, R2=9.5 k12, C1=1.45 pF, C2=2.72 uF, and e=8 V (the internal resistance of the battery is negligible). R Hla E The capacitors in this circuit are not charged when, at time t=0, the switch S is closed. What is the current 11(t) in resistor R1 at time t=10.03 ms?: 11(t)= What is the charge Q2(t) on capacitor C2 at time t-10.03 ms?: Q2(t)- mA. ис.