The capacitor in the below circuit was discharged prior to assembly and the circuit was in steady state before the switches were moved as indicated. Please calculate the indicated parameters at the given times. V₂ = 2 V, L = 10 nH. † = 0 6 пн L Vx Vy † = 0 100 nF 4 ΚΩ ΣΙΚΩ 1 k Vs Vx V₁ 4 nH ↓ |t0|t=0+ t = ∞ot = 1μst = 5μs Unit V V
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- The supply voltage of an inductive coil with a resistance of 35 ohms and an inductance of 92.84 millihenry has the equation e = 340 sin (377t). Determine the resulting current's equation. a.) i(t) = 6.867 sin (377t + 45°) b.) i(t) = 6.867 cos (377t - 45°) c.) i(t) = 6.867 cos (377t + 45°) d.) i(t) = 6.867 sin (377t - 45°)The following three impedances are connected in series across a 40 V, 20 kHz supply: (i) a resistance of 8W, (ii) a coil of inductance 130 µH and 5 W resistance, and (iii) a 10W resistor in series with a 0.25 µF capacitor. Calculate the circuit current, the circuit phase angle and the voltage drop across each impedance. A capacitor C is connected in parallel with a resistor R across a 120 V, 200 Hz supply. The supply current is 2 A at a power factor of 0.6 leading. Determine the values of C and R. A coil of 300 turns is wound uniformly on a ring of non-magnetic material. The ring has a mean circumference of 40 cm and a uniform cross sectional area of 4 cm2. If the current in the coil is 5 A, calculate the magnetic field strength, the flux density and the total magnetic flux in the ring.Show the complete solution. Thank you. 15. The mutual inductance between two coils is 18 mH. Calculate the steady rate of change of current in one coil to induce an emf of 0.72 V in the other. A. 40 A/S B. 0.025 A/s C. 0.013 A/S D. 10.6 A/S 23. An iron-cored coil of 10 turns has a reluctance of the 100 AT/Wb. The inductance of the coll is________ A. 0.1 H B. 1 H C. 5 H D. 10 H
- A coil having a resistance of 25 Ω and an inductance of 150 mH is connected in series with a 80 μF capacitor across a voltage source of 200 sin 377t. What is its instantaneous current? A. 5.84 cos (377t – 43°) B. 5.84 sin 377t C. 5.84 sin (377t + 43°) D. 5.84 sin (377t – 43°)A series RIC circuit consisting of a 25 ohms resistor, 0.8 henry inductor, and a 8.8F capacitor is connected to a 220Vols 60Hz source. Calculate the following: a. Equivalent impedance of the circuit b. Total current c. Voltage across R, L, and C d. Power of the circuit e. Power factor. Please answer all subpart either dislike is ready to you please all subpart...A circuit consisting of 20 ohms resistor, 20 mH inductor and a 100 micro-farad capacitor in series is connected to 200 V DC supply. The capacitor is initially uncharged. Find the maximum instantaneous current. 60Hz A. 6.45 Amp B. 8.45 Amp C. 7.45 Amp D. 9.45 Amp
- A 900 Ω resistor, a 0.25 μF capacitor, and a 2.5 H inductor are connected in series across a 240 HzAC source for which the maximum voltage is 140 V.a) Calculate the impedance of the circuit.b) Calculate the maximum current delivered by the source.c) Calculate the phase angle between the current and voltageP.) 16. Two identical coils with self-inductance of 250 µH each are connected in series. When connected series aiding, the equivalent inductance is 550 µH and 450 µH when connected in series opposing. How much is the coupling coefficient of two coils? a. 0.2 b. 0.3 c. 0.1 d. 0.4The capacitor in the circuit seen has been charged to 300 V. At t=0, switch 1 closes, causing thecapacitor to discharge into the resistive network. Switch 2 closes 200 μsafter switch 1 closes. Find the magnitude and direction of the current inthe second switch 300 μs after switch 1 closes.
- Three impedances are connected in series across a 100 V, 2 kHzsupply. The impedances comprise:(i) an inductance of 0.45 mH and 2 resistance,(ii) an inductance of 570 µH and 5 resistance, and(iii) a capacitor of capacitance 10 µF and resistance 3 .Assuming no mutual inductive effects between the two inductancescalculate (a) the circuit impedance, (b) the circuit current, (c) thecircuit phase angle and (d) the voltage across each impedance. Drawthe phasor diagram.[(a) 11.12 (b) 8.99 A (c) 25°550 lagging(d) 53.92 V, 78.53 V, 76.46 V]For an RC circuit with R=2 ohms and C=0.5 F. Solve for the equation of the 1st order system with R(s)=10/s. Also solve for the time constant, rise time and settling time. C(t) = Blank 1 T = Blank 2 sec Tr = Blank 3 sec Ts = Blank 4 secA resistance of 100 Ω in series with a 20 µF capacitor is connected in parallel with a 0.3 henry inductor of negligible resistance. The applied voltage is 120 V, 60 Hz. Determine a) admittance of each branch; b) total circuit admittance; c) total current; d) current to each branch; e) circuit impedance in rectangular form; f) power and power factor.