Determine the time constant for an RL circuit having an effective resistance of 1.11 ✕ 104 Ω and an inductance of 2.09 ✕ 10−2 H. s
Determine the time constant for an RL circuit having an effective resistance of 1.11 ✕ 104...
Your RL circuit has a characteristic time constant of 19.5 ns, and a resistance of 4.90 MO. (a) What is the inductance (in H) of the circuit? H (b) What resistance (in MS) should you use (instead of the 4.90 MQ resistor) to obtain a 1.00 ns time constant, perhaps needed for quick response in an oscilloscope? ΜΩ +
13) A capacitive time constant of an RL series circuit is 8.75 ms. The resistance is 2.50 kN. a) Calculate the inductance of the circuit 14) In the combination circuit shown below, you are given several resistors that are connected in various ways. a) Find the equivalent resistances of the circuit given the following values for the resistors (using series and parallel): b) What is the current? SHOW ALL WORK... OR NO CREDIT 510 so 370 R, 750 Kw R.
A series RL circuit containing a 0.110 H inductor has a time constant of 0.150 s. What is the resistance in the circuit?
PLEASE SHOW ALL WORK! A given RL circuit has a characteristic time constant of 99.0 ns and a resistance of 40.0 kΩ. a) What is the inductance of the circuit? b) What is the current in the circuit after two time constants have elapsed if it’s connected to a high-voltage source of 160 kV?
In a RL series circuit, the current reaches half its maximum value in 2.0 s after the switch is closed. If the resistance is 5.0 Ω, find the inductance of the inductor. (4 pts) In a RL series circuit, the current reaches half its maximum value in 2.0 s after the switch is closed. 5) If the resistance is 5.0 Ω, find the inductance of the inductor. (4 pts)
5. (4) Consider an RL circuit that can initially be thought of as containing an ideal battery of voltage 2.10 V, an ideal resistor of resistance 910 Ω and an ideal inductor of inductance 77.50 mH. (a) Another ideal inductor, of inductance 125.0 mH, is added in series. Find the new equivalent inductance and the new time constant for the circuit. (b) The circuit is closed at t=0. Sketch the behaviour of the voltage across the resistor and the voltage...
19. Using Thévenin's theorem, determine the effective voltage and the effective resistance of the circuit in Figure F with R5 removed R,-100 Ω R, 1000 Ω R, 99 Ω RS: 10 Ω V 10 V 4 FIGURE F Circuit for problems 19, 20, 21 and 22. 20. What is the current through R, of the circuit of Figure F?
What resistance should be added in series with a 3.0 H inductor to complete an RL circuit with a 4.0 ms time constant? Group of answer choices 750 Ω 325 Ω 50 Ω 12 Ω
The current in an RL circuit increases to 98 % of its final value 2.22 safter the switch is closed. PART A) What is the time constant for this circuit? PART B) If the inductance in the circuit is 0.298 H , what is the resistance?
a. For the circuit given in Figure 6 i. Find the load resistance RL that will receive maximum power and determine the maximum power. ii. Determine the power dissipated on the load when RL = 2 Ω and RL = 10 Ω. Figure 6 b. For the circuit shown in Figure 4, determine: iii. The power delivered to the load. iv. The impedance required in a matching network that will receive maximum power. Figure 4 1. R 1012 R2 32012...