Step by step would be much appreciated
Summary - it is basic problem so I have shown step by step solution
Problem2. Draw the frequency (Phasor) domain and calculate V(t), for is (t) 20cos (377t+120°) A 1...
6.4 (5) Draw the frequency domain circuit and calculate v(t) for the circuit shown if i(t)-10 sin(1000t -30°) A 35 Ω i(t) v(t) 15 mH 6.5 (5) Calculate the three phasor currents Ic, IR and It. from problem 6.4 and draw them on a phasor diagram. Show both algebraically and on the phasor diagram that: I=Ic + IR + IL
Problem 1. 100 uF 20cos(1000t) 10 mH 100 Volt) a) Using the source angular frequency, convert each circuit component to its phasor/complex math value b) Use phasor circuit techniques to find the phasor representation for volt) c) Convert the phasor representation of Vo into time domain
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
8.22 In the phasor-domain shown in Fig. P8.22, V = 120/0° V, I = 0.3/30° A, a = 1000 rad/s, R1 = 200 92, R2 = 200 S2, R3 = 1.2 ks2, L= 0.2 H, and C = 10 uF. Determine the complex power for each passive element, and verify that conservation of energy is satisfied. in hinde Figure P8.22: Circuit for Problem 8.22.
Put the voltage source into phasor notation and the current source into time-domain signal. V(t) = 20 · cos(10t + 30°) am' 05-06 -- I = 40 Z50° 0 = 100 rad/s i(t) =
A basic rectifier circuit is shown here. Let Vs = 120-V (rms) at 60 Hz, L = 10 mH, and R = 5 Ω. a) Compute the current and the voltage in phasor domain. b) Plot i(t) and vs(t). + VL VRR i(t)
2- A circuit across the terminals of a sinusoidal voltage source, as shown in Figure 2. The steady-state expression for the source voltage is v;=50.cos(1000t+20). (40 points) 12 mH 100 MF 10 Figure 2 a) Construct the frequency-domain equivalent circuit. b) Calculate the steady-state current i by the phasor method.
Example 1: Analyze the circuit shown below using phasor analysis. a) Determine i(), v,(t), and v,(t). b) Show that V. VV c) Show that V.VV mathematically d) Show that V, --+-2 using aphasor diagram 10 15 1003 26.3 mH
The frequency domain voltage of v(t) = -7 sin (100 t - 2000) is: of estion Select one: a. 7 angle (-2000) b. 7 angle (1100) c7 angle (-200) d. -7 angle (200) e 7 angle (2000) s page Next page https://moodle
8. Refer to the parallel network in Figure 1.18: (59.70 9.4 Calcu (3.685 9.5 Calca e(t) 325.27 sin (377t+ ) V I 1 16.45 A at a power factor of 0.8387 lagging 8.95 A at a power factor of 0.9063 I2 7.65 A at a power factor of 0.6428 9.6 Calo 8.1 8.2 8.3 8.4 Calculate the value of the components in each branch of the parallel circuit. (23.291 o; 244.224,F, ¡9.326 Ω; 61.09 mH: 3.68 Ω; 87.568 mH) Calculate...