Find the impedance, Z. shown in Fig. P8.12 at a frequency of 400 Hz. 10 mH...
Rs 100Ω resistor C- 10 uF capacitor L- 120 mH inductor Write the impedance Z [Q] equation for the circuit shown in Figure 1. This formula should be in term of the frequency (f), not for angular frequency (). (using MATLAB) 1. From the above formula, plot power factor versus frequency over the frequency range 0 Hz to 1000 Hz. You may use a MATLAB program to do the plotting. 2. Find the frequencies for; Maximum power factor, Minimum power...
Chapter 8, Problem 8.014 Find the impedance, z, shown in the figure below at a frequency of 60 Hz. 10 mH 2Ω 6 Ohm 초 10 μF 2.
Problem 3) Find the equivalent impedance for the network shown Zeq→ when the frequency f = 500 Hz. 3312 7100uF 30.1 mH f = 500 Hz Problem 4) Repeat the previous problem using a frequency of f = 5000 Hz. Zeq→ 332 +100 uF 30.1 mH f = 5000 Hz
1. In the circuit shown in Fig. 1,where L= 8 mH and R-Ska. a. Determine how the input impedance Zja)-D behaves at ev extremely high ves at and low frequencies. b. Find an expression for the impedance. C. Show that this expression can be manipulated into the form ZGe)-RT+j d. Determine the frequency ω-ae for which the imaginary part of the expression in part c is equal to 1. Estimate (without computing it) the magnitude and phase angle of ZO...
1) The impedance (Z) of a 220 mH inductor is j59 Ω in the frequency domain. What is the driving frequency? This question cannot be answered. Inductors do not have positive imaginary components 42.7 Hz 20 KHz 0.723 Hz 0.012 Hz 2) What is the XL for a 3.3 μH inductor at 500 KHz? 10.4 Ω -j10.4 Ω j10.4K Ω j10.4 Ω -j10.4 Ω 3) What is a component value given its complex Z of –j27 Ω at a frequency...
An LC circuit consists of a 3.10 mH inductor and a 5.07 uF capacitor. (a) Find its impedance at 60.8 Hz. (b) Find its impedance at 11.6 kHz. Ω (C) Now a 36.6 12 resistor is added in series with the inductor and capacitor. Find the impedance of this RLC circuit at 60.8 Hz and 11.6 kHz. At 60.8 Hz At 11.6 kHz (d) Compare the values of Z in parts (a) and (b) with those found in part (c),...
Find the impedance of an RLC series circuit with inductance 41 mH, capacitance 29 µF, and resistance 110 Ω at a frequency of 60 Hz. Answer in units of Ω. Find the impedance at a frequency of 600 Hz. Answer in units of Ω.
7.43 At o 400 rad/s, the input impedance of the circuit in Fig. P7.43 is Z (74 +j72) S2. What is the value of L? 10 Ω a 20 2 L Z 50 μ b Figure P7.43: Circuit for Problem 7.43.
The components in this network have values R = 2.8 k 2, L = 50 mH, and C = 16 UF. RL Wm (a) Determine the real and imaginary parts of the network's impedance Z (in 2), as functions of the angular frequency w in rad/s). Use omega as the variable name Re{Z} = Im{Z} = (b) At what value of cyclical frequency f is z purely real? Hz (c) What is the value of Z at this special frequency?...
Determine the equivalent impedance, Z1 at 1000 Hz 50 ? 10/8.1 10 mH