Given v(t) = 60cos(wt - 10) V and i(t) = 1.5 cos(wt +50)A find a. Complex...
Example 1 The voltage across the load is v(t) = 60 cos(wt - 10°) V and the current through the element in the direction of I voltage drop is i(t) = 1.5 sin(wt + 50°) A. Find a) The complex and apparent powers b) The real and the reactive powers c) The power factor and the load impedance.
20. The voltage and current in an electrical load is given by v(t) = 100 cos(wt + 15°) and i(t) = 2 cos(wt – 15°). The reactive power Q in the load is 21. An electrical load absorbs an average power of 8kW at a leading power factor of 0.8. The reactive power in the load is 22. A balanced Y-connected load with an impedance of 104–30°N? per phase is supplied by a balanced A-connected source with Va = 208/30°V...
V(t) = 1920s (5t +96) v i(t) = 19 Cos(5t +96) I Find * Apparent Power * Real Power * Reactive Power * Power factor
[5] (10 points) For the given circuit, V(t) = 7020 V rms, f = 60 Hz, R = 18 12, C = 50 uF, L = 0.001 H Find the following: (a) Power factor (b) Real Power (time average-power) L īs (c) Reactive Power (d) Complex power (e) Apparent power ww +21 Write your final ansers in the boxes.
If Vs(t) = 10 cos (10t - 90o) V,
determine: brief description and legible formulas and
variables
Step 1: The voltage phasor VSF
Step 2: The equivalent impedance Zeq
Step 3: The phasor current IF
Step 4: The steady state current I(t)ss
Step 5: The complex power (S = ½VSFIF* = P + jQ).
Step 6: The average (P) and reactive power (Q).
Step 7: The power factor and sketch of the power triangle.
Vs(t) (+) 0.1H Zeq If Vs(t)...
Rg = 50ohm
Max power is transferred when load is complex conjugate of
system resistance
Therefore for Load Impedance,Zl = 50 -
j*(2*pi*2.5*10^3*5*10^-3)
=> 50 - 78.54 j
Resistance in Load,R = 50 ohm
Capacitance in Load,C = 8.106*10^-7 F = 0.8106 micro
Farad
d.Determine the apparent power | S |, reactive power Q, and the power factor pf associated with the source. 5 mH High-Q inductor Function Generator Vs Load 2.5 KHz 5 V rms OV DC offset Ground
Q3. from a 240 V, 50 Hz supply as shown in the Figure 3. 24020 Vrms Inductive load with 0.6 lagging Load current 50 A Ohle Capacitor to be connected for power factor improvement Figure 3: a) Assuming that the capacitor shown in the figure is disconnected, calculate the load real (PL), reactive(Q1), and apparent power(SL) (5 marks) b) Draw the load power triangle and indicate real (P.) reactive (Q.), apparent (SL) power, and power factor angle (@.) (5 marks)...
An impedance of 10+4j is connected to a voltage source supplying 100 < 0 V to the impedance. What is the current supplied to the impedance? What is the power factor of the load? What is the real, reactive, apparent, and complex power consumed by the load?
I need help completing the answer the formula's is given for
each part. Thank you.
The provided series RLC circuit is in a sinusoidal steady state at a frequency of 60 Hz. V = 100 V, R = 20 L = 15 mH.C = 150 F (t) Cl2 a) Calculate the magnitude (12) and phase angle () of the load. XL2WL عليا function of z = f(R, XL, XC) M = f(R, XL,XC) b) Calculate the source currentl. JE VLO...
1SL 1. (30%). A single-phase source is applied to a two terminal passive circuit with equivalent impedance Z = 12/6: measured from the terminals. The reactive power delivered by the source is Q=-32/v2 Mvar and the power factor is p.f.=1/V2 leading, the source current is i(t) = 4v2 cos (120-t) kA. (a) Determine the complex power and the apparent power delivered by the source (b) Draw the power triangle. A (e) Determine the load impedance Z = 2/6, bel/bz 20