5. C \ Consider the following circuit. Find the complex power of the load (consisting of R1, L1, and L2). R1 2 ohm Sqrt(2) cos(t)V L1 V1 1H L2 1H load
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- I need the answer at 20 minuteAssume 120Vrms is applied to the transformer primary (from P1 to P2). What is the expected secondary voltage measured from S1 to S2? 4:1 Np = 320 Ns = 80 S2 P20 80 Vrms 15 Vrms 30 Vrms 60 Vrms9. A noninductive load with a resistance of 30 Q2 is connected in series with a capacitor. The capacitor has a capacitive reactance of 25 Q and negligible resistance. The series circuit is energized from a 210 V, 60 Hz source. Determine: a. the impedance of the series circuit. b. the current, in amperes. c. the loss in volts across the noninductive resistance load. d. the loss in volts across the capacitor.
- Please solve this solve both parts plx solve on word this is about electric circuit subjectNeeds Complete typed solution with 100 % accuracy.1. An element is represented by the relation between current and voltage as v=di / dt. That is, the voltage is the derivative of the current. Determine if the element is linear (or not). Please show all work. a. Does the element satisfy the property of superposition? b. Does the element satisfy the property of homogeneity? c. Is the element linear?
- A 100 kVA, 400 V/250 kV testing transformer has 8% leakage reactance and 2% resistance on 100 kVA base. A cable has to be tested at 500 kV using the above transformer as a resonant transformer at 50 Hz. If the charging current of the cable at 500 kV is 0.4 A, find the series inductance required. Assume 2% resistance for the inductor to be used and the connecting leads. Neglect dielectric loss of the cable. What will be the input voltage to the transformer?VASSESSMENT PROBLEM Objective 4-Be able to analyze circuits containing linear transformers using phasor methods A linear transformer couples a load consisting of a 360 2 resistor in series with a 0.25 H inductor to a sinusoidal voltage source, as shown. The voltage source has an internal impedance of 184 + j0 N and a maximum volt- age of 245.20 V, and it is operating at 800 rad/s. The transformer parameters are R1 = 100 2, = 0.5 H, R2 = 40 1, L2 k = 0.4. Calculate (a) the reflected impedance; (b) the primary current; and (c) the secondary current. 9.14 R1 R2 juM jas Ia Source b Transformer d Load = 0.125 H, andA Cockcroft-Walton type voltage multiplier has ten stages with capacitances, all equal to 0.1 μF. The supply transformer secondary voltage is 100 kV at a frequency of 60 Hz. If the load current to be supplied is 5 mA, find (a) the percentage ripple, (b) the regulation, and (c) the optimum number of stages for minimum regulation or voltage drop.
- b) A circuit with an ideal transformer is shown in Figure Q5 (b). The source has an effective value of 100 V rms, and the load is Zz = 400+j400 2. Let N₁ = 100 turns and N₂ = 500 turns, find the average power delivered to the load. N₁ : N₂ 12, R₁ = 102 Figure Q5 (b) V₂ Z₁The rms value of v(t)=Vmaxcos(t+) is given by a. Vmax b. Vmax/2 c. 2Vmax d. 2VmaxThe real power delivered by a source to two impedances, Z1=4+j5 and Z2=10 connected in parallel, is 1000 W. Determine (a) the real power absorbed by each of the impedances and (b) the source current.