by 400 cos 2t, a resistance of 100 ohms, and a capacitance of 10-2 farad. Initially...
In a series resistance-capacitance DC circuit, the instantaneous charge Q on the capacitor as a... In a series resistance-capacitance DC circuit, the instantaneous charge Q on the capacitor as a function of time (where t=0 is the moment the circuit is energized by closing a switch) is given by the equation Q(t)=CV(1-e-t/(RC), where C, V, and R are constants. Further, the instantaneous charging current Ic is the rate of change of charge on the capacitor, or Ic=dQ/dt a. Find the...
A 40-volt electromotive force is applied to an LR-series circuit in which the inductance is 0.1 henry and the resistance is 60 ohms. Find the current i(t) if i(0) = 0. Determine the current as t → ∞.A 100 volt electromotive force is applied to an RC series circuit in which the resistance is 500 ohms and the capacitance is 10-4 farad. Find the charge t on the capacitor if q(0) = 0.
To understand the behavior of the current and voltage in a simple R-C circuit. A capacitor with capacitance C is initially charged with charge q0. At time t = 0 a resistor with resistance R is connected across the capacitor. (Figure 1) Part CNow solve the differential equation V(t) = -CR dV(t)/dt for the initial conditions given in the problem introduction to find the voltage as a function of time for any time t.
numerical methods with programming
1. An electrical circuit with a resistance R, a capacitance C, and an inductance L has an initial charge go across the capacitor. When the circuit is closed , the charge is dissipated in timet given by = e-Rt/2Lcos Determine the value of L required for (g/qo) to attain a value of 0.1 in a time t = 0.03s when R 2002 and C 10 farad by one of the bracketing methods or by the secant...
Question 10 5 pts An RC has a resistor with a resistance of 12 and a capacitor with a capacitance of 1.4 F. The capacitor is discharging. if the capacitor initially has a charge Q=11Cthen after how many seconds will it have a charge of 0.6875 C O 11.65 O 67.25 correct answer not shown 46.65 O 16.85 Question 11 5 pts A discharging RC circuit has its charge reduce from 20 C to 10 C in 22 s. If...
If an LRC series circuit has a resistance of 100 ohms and an inductor of L 2 H, find (7 the capacitance C so that the circuit is critically damped. Solve this case with E(t) = 40 volts., q(0) q'(0) 0.
tor is charged to an initial voltage of 1OV micro- discharge through a 40 kQ resistor. You take 10 is then tsof voltage versus time and record a vol 10 It is rements o and a voltage reading of.47 volts after 60 after 50 seco What is your percent of .47 volts after 60 seconds. ent error against the theoretical value of the voltage reading after three time constants? 6% -6% c.60% d. -60% What is the equation for the...
In an RC circuit, the total resistance is 15000 ohms and the battery’s emf is 24.0 V. If the time constant is measured to be 35 x 10 - 6 sec calculate (a) the total capacitance of the circuit and (b) the time it takes for the voltage across the resistor, Vr to reach 16.0 V after the switch is closed.
5,6,8 plz will rate :)
In the RC circuit, the emf & - 12.0 V, resistance R -1.40 M.2, and capacitance C=1.80 uF. 5. What is the current in the circuit the instant the switch is closed? 6. What is the initial charge on the capacitor? 7. What is the time constant for the RC circuit? 8. How much charge is on the capacitor after on time constant?
6. In a simple RCL series circuit with R = 100 Ω, C = 0.0004 F(farad), and L-1 H (henry) and the impressed voltage v) 30. Find the charge Q) on the capacitor in the circuit at any time tif the initial current i(0) 2.A and the initial charge on the capacitor is 0(0)-0 C(coulomb) The Second Order ODE for RCL series circuit is given by where Qis the charge, and the current I =a- de dt