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- Convert the following instantaneous currents to phasors, using cos(t) as the reference. Give your answers in both rectangular and polar form. (a) i(t)=5002cos(t30) (b) i(t)=4sin(t+30) (c) i(t)=5cos(t15)+42sin(t+30)Get the sum of two signals.V1 = a sin (120?t + b)V2 = c sin (120?t + d)Given:a = 22b = 15°c = 13d = 32°The values of the elements for the given circuit are given below.What is the maximum average power that can be transferred to the ZL load?R1 = 400 OhmsL = 500j OhmsR2 = 100 Ohms
- The values of the elements for the given circuit are given below.The maximum average power that can be transferred to the ZL load iswhich one?R1 = 400 OhmsL = 1000j OhmsR2 = 500 OhmsThe voltage applied to a system composed of two pure elements connected in parallel is U = 141.1 sin (6280t-40) and i = 28.28 sin (6280t + 20). a- Find these two element values? b- Find the power spent on my site?Impedance of AC circuit and Admittance of AC circuitSHOW THE CIRCUIT USING ANY SOFTWARE OR YOU CAN DRAW IT MANUAALYY thNAKSS
- The instantaneous values ofthe voltage across a two element series circum and the current flowing through it are given by V = 100 sin (314t – π/4)V, i = 20sin (314t – 900)A. Find the frequency and the circuit elementsQ: For the following SLD, take Sg = 100 MVA and VB = 22 kV at Bus 1to:1. Draw the impedance diagram with all impedances in pu2. Find Em- 30 MVA40 MVA30 MVAX= j0.6 puX= j0.3 pu(40:15) kV18 kV(15:35) kVEgEmX= j0.3 pu(3+j4) QT.L50 MVA Ti Bus 1Bus 2 T2Load40 MVA23 kVBus 318 kVX = j0.5 pupf = 0.65 leadGiven the following Resistances and Inductors in Series and Voltage Source: R1 = 1,301 ohms R2 = 1,237 ohms L1 = 2 Henry L2 = 2 Henry Vs = 3 Volts Frequency = 51 Hz What is the Total Impedance (Amplitude) in ohms?
- pls answer asap. wye to delta connection. show your solution plsDetermine the impedance of the pure element. Write the magnitude only in ohms in four decimal places. the correct answer is 270.6522 show solution pls thank you.Three generators are rated as follows: G1: 100MVA, 33kV, xg1 = 0.1pu G2: 150MVA, 32kV, xg2 = 0.08pu G3: 110MVA, 30kV, xg3 = 0.12pu. Determine the reactance of the generator corresponding to base values of 200MVA and 35kV