4. For the circuit given below, a) Find the rms magnitude of V.. b) The 8022...
b) Find the Thèvenin equivalent circuit across a and b for the circuit given in Figure8. c) The variable resistor RL in Figure 8 is adjusted for maximum power transfer to RL What is the value of RL when maximum power transfer occurs? d) What percentage of the total power developed in the circuit is delivered to R
a) Find the magnitude of the line current IaA (A rms) b) Find the phase of the line current IaA. (Phase deg) c) Find the magnitude of VAB the line-to-line load voltage (V rms) d) Find the phase of VAB (deg) e) Find the magnitude of the load phase current IAB (A rms) f) Find the phase of IAB (deg) g) Find the total power delivered to the load (kW) h) Find the power lost in the line. (kW) A...
A 130 V (rms), 62 Hz power supply is connected to an RLC series circuit with R = 145 Ω , L = 1.35 mH , and C = 31.0 μF . Part A: Find the reactance of the capacitor Part B: Find the reactance of the inductor Part C: Find the circuit impedance Part D: Find the peak current
For the circuit below, Z, is a variable Impedance connected between (a) & (b) .Find the Thevenin equivalent circuit as seen by Z 604-45 V z, 24560 60Ω j60Ω Adjust value of the load Z such that the load average power is maximum and find P (max)
9) The voltage V in the frequency-domain circuit shown in Fig. P10.18 is 240/0°V (rms) a) Find the average and reactive power for the voltage source. average power? magnetizing vars? with each impedance branch in the circuit. absorbed average power. absorbed magnetizing vars. b) Is the voltage source absorbing or delivering c) Is the voltage source absorbing or delivering d) Find the average and reactive powers associated e) Check the balance between delivered and f) Check the balance between delivered...
1) In the balanced Y-Y circuit shown below, let Van=990<0° V (rms) and the load impedance per phase be Zy=60+j35 2. Find the complex power, apparent power, average power, and reactive power of the load (25 marks) 110 os os
20Ω 30 Ω j20Ω Fig. 1.7 In the circuit of Fig. 1.8, find the RMS phasor voltage V so that the 60 Ω resistor absorbs an average power of 240 W. Hence, determine the complex power delivered to each component, the complex power and the power factor delivered by voltage source. Fig. 1.8 2) P1.8
Problem 4.6. Find the average power absorbed by the 2 ohm resistor. j2 <--Ix +12/0 V 2 1x -j3 Problem 4.7. power Determine the impedance Z for maximum power transfer and the maximunm -j3 j2 -) 610 V
In the circuit below, find the maximum power that this circuit can deliver to a load if the load can take any complex impedance. H 1022 -j812 20 4 200 V Voc Ol. 5w O II. 10 W O III. 20 W IV.2.5 W
4. The figure below shows the equivalent circuit of a 2400/240-V, 60-Hz transformer. The high-side leakage impedance is (1.2+j 2.0) 2. the low-side leakage impedance is (0.012 ti 0.02) S2, and Xm at the high-side is 1800 2. Neglect the Hysteresis and Eddy current loss resistance Rhe Calculate the input voltage if the output voltage is 240 V (rms). Given the load resistance is 1.5 12 and the power factor is 0.8 (lagging). ཉིས་པ་དེ། དེ་ | ༼ ། ༼། །