Example 1: Analyze the circuit shown below using phasor analysis. a) Determine i(), v,(t), and v,(t)....
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
In the circuit shown below, apply nodal analysis in the phasor domain to determine the currentie (a) in phasor-domain, Ix, (b) and in time-domain, ix(1). SO 3502 1 F 503 IMF 10.5 cos 10%+v 21cos 1054 v
2) For the circuit shown, draw the phasor equivalent circuit for the described circuit, and answer the questions below. then find the voltage across the current source (v(t)). Note for questions b and c you need to determine the instantaneous power associated with the source using values for P and Q(P and Q are determined from the phasor analysis results for V and Ig) and then use the trig identity Acos(x)Bsin(x) = V42 + B2 cos(x-Tan(B/A to convert Pcos(x) -...
3.3) Consider the circuit shown in Figure Q3.3. With phasor approach, find Vo(t) using MESH analysis. [15M] 5Ω 102 2 sin 1000t 152 20 MF Vot) ell 10 mH Figure Q3.3
In the circuit shown below, apply nodal analysis in the phasor domain to determine the current flowing out of the source on the right side, name it is (a) in phasor-domain, 1:1 (b) and in time-domain, is). 250 5923 ( 21 cos 105 V +1FMF 10.5 cos 101©
(3) Using phasor techniques, solve for the equivalent impedance and the current I(t) in the circuit shown in Figure 3. Given: Vs(t)-0.4cos(100t-1.309) V 1.2 μF Vs(t) 100 mH Figure 3
Problem 5. Use phasor techniques to analyze the circuit shown below and answer the following questions. a. Draw the frequency domain circuit b. Find the equivalent impedance C. Find the current iſt) flowing from left to right through the 30 ohm resistor d. Find the steady-state voltage v.(t) (Hint: answer is v.(t) = 17.14 cos(2000) V) 3022 5022 W 50 uF 60 sin 2001 V 0.1 H 3.0)
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
Problem #7) Perform a steady-state AC phasor analysis of the circuit shown below in order to determine the RMS phasor values of the source current I, and the resistor voltage V, as shown in the figure, along with the value of the reactive power Qs produced by the voltage source: He v(t)=2.277-sin(0-t) 0=27. f ſ 60F f = 60 Hz vo 210 mH3 son Qs - - VARS
5. For the series RL circuit shown below with the V=10/0°, determine: a) Total impedance in rectangular and phasor forms b) Find current c) Find both voltages across the resistor and capacitor d) Draw the phasor Diagram 502 3R 1002 1020° V