50? 10uF AC 1mH Vab Vin Q4b Given V 30 cos (10,000 t) Find the Thévenin...
5002 10uF MH 1mH Q4b Given Vin = 30 cos (10,000 t) Find the Thévenin phasor equivalent of this circuit. Zth (rectangular form) = 2 (Ohm) + Vth (rectangular form) = Check
100mH 50Ω 0.1uF AC Vab Vin Q4f Given Vin 12 cos (10,000 t) Find the Thévenin phasor equivalent of this circuit. Zn (rectangular form)-200 +j -1000 VTh (rectangular form) - 24 Ω(Ohm) Check
For the circuit shown below. Ifv.(t) = 100 cos(2001+30) V and vy(t) = 50 cos(2000) V. a) Redraw the circuit using Phasor equivalent. b) In the Phasor domain, find the node voltage equations. 1 mF 20 ml 30 000 30 mH 0.25 mF
Find the Thévenin equivalent with respect to the terminals a,b for the circuit in (Figure 1) if v = 360 V, i = 4 A. Figure 1 of 1The figure shows a rectangular circuit. A vertical cross wire connects the top and bottom wires. An 8-ohm resistor is located on this cross wire. A 40-ohm and a 10-ohm resistors are located on the top wire to the left and right from the cross wire, respectively. Independent voltage source v, with...
Problem 4. Consider the circuit shown below. Assume the current is given by i(t)cos(2T100 +30°) A a. Find an expression in rectangular coordinates for phasors I, VR,VL, and V b. Sketch a phasor diagram showing the phasors I, VR,andV c. Sketch a phasor diagram showing the vector sumV-VR+ V, which should match your result in a. Hint: The phasor diagram for part c is shown below to help you check your work 5 0 4.5 5 Real 0.5 -2
4i 1X Quiz 7m Given: Vin-24 V lin-4A R1-3 ? (Ohms) R2-12 ? (Ohms) Find the Thévenin equivalent circuit with respect to the terminals ab Th RTH- ? (Ohms)
8–31 A voltage vs(t) = 50 cos (5000t) V is applied to the circuit in Figure P8–31. (a) Convert the circuit into the phasor domain. (b) Find the phasor current flowing through the circuit and the phasor voltages across the inductor and the resistor. (c) Plot all three phasors from (b) on a phasor diagram. Describe if the current leads or lags the inductor voltage. i(t) 50 22 25 mH 00 + VL(t) - + Vr(t)- vs(t) (+) FIGURE P8-31
Problem # 3 (15 pts.) A) Given For the circuit element: Ic(t) AC Circuit Vc(tss 10 cos(1000t+30°) V B) Determine Step 1: The impedance of the capacitor, Step 2: The reactance of the capacitor, Step 3: The admittance of the capacitor, Step 4: The susceptance of the capacitor Step 5: The phasor current lcF in polar form, Step 6: The steady state current Ic(t)s.
2) Given an AC voltage source v(t) i(t) 10v2 cos(2T60t +60°) A, determine the relationship ot their phase angles i(t) leads v(t) bydegree (write your solution between -180 and +180 degree). 120V2 cos(2π60t + 30°) V whose current output is 3) Given an AC voltage source v(t) 120v2 cos(2T60t+30°)V whose current output is i(t) = 10V2 cos(2 π60t + 345°) A, determine the relationship of their phase angles: t) lags vit) by degree (write your solution between-180 and 180 degree)
Pl. For the circuit shown, given that: vsi (t) 10 cos(100t +/3) V, vs2 (t) -2cos(300t -/2) V, R1-22 L 0.2 H, Detremine the current i and the voltage vc Hint: To solve this problem we must use superposition. We first have to solve it in three separated circuits (in no particular order): DC steady state (supress all sources but the DC supply vs3). Phasor solution of circuit with vs1 and supression of the remaining sources, Phasor solution of circuit...