P6.6. Finding several quantities in a transmission-line system from given observations.In the system shown in Fig. 6.65(a), the switch S is closed at t = 0. The line volt-age variations with time at z = 0 and z = 1 for the first 5 μs are observed to beas shown in Fig. 6.65(b) and (c), respectively. Find the values of Vo, Rg, RL, and T.100RgVo[V]=0, Vz=0900246(b)FIGURE 6.65For Problem P6.6.Z₁ = 100 2T = 1/vpRL(a)t, μs100[V]=bV75z=10246(c)t, us

Step 1: Step 2:OR Step 3: Step 4:

Answered: P6.6. Finding several quantities in a…

Introductory Circuit Analysis (13th Edition)

13th Edition

ISBN:9780133923605

Author:Robert L. Boylestad

Publisher:Robert L. Boylestad

Chapter1: Introduction

Section: Chapter Questions

Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...

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P6.8. Time-domain analysis of a transmission-line system using the bounce-diagram technique. In the system shown in Fig. 6.67, the switch S is closed at t = 0. As- sume V(t) to be a direct voltage of 90 V and draw the voltage and current bounce diagrams. From these bounce diagrams, sketch: (a) the line voltage and line current versus t (up to t = 7.25 μs) at z = 0, z = 1, and z = 1/2; and (b) the line voltage and line current versus z for t = 1.2 μs and t = 3.5 µs. FIGURE 6.67 For Problem P6.8. 90 Ω V₂(t) t=0 z=0 Ζο = 60 Ω T = 1 μs 180 Ω z=1 www
C 6. A quarter piece of a transmission line is connected to a capacitive load from one port. At the other port of the transmission line, the input impedance becomes None of them capacitive resistive inductive conductive mission line is matched when the
Problem 6.10 Find Z., for the circuit shown. 12 12 10. 12 in
Find the series inductance required to put a 200 kVA, 220 V/400 kV test transformer has 10 % leakage reactance and 2% resistance on 200 kVA base into resonance condition. An object has to be tested at 500 kV using the above transformer at 50 Hz. If the charging current of the cable at 500 kV is 0.5 A, neglect dielectric loss of the object. And Assume 8 k2 resistance for the inductor to be used Also find the input voltage, input power to the transformer and losses of test transformer?
will P6.10. Time-domain analysis of a transmission-line system for a rectangular pulse excitation. For the system of Problem P6.8, assume that the voltage source is of 0.3 us duration instead of being of infinite duration. Find and sketch the line voltage and line current versus z for t = 1.2 μs and t = 3.5 μs. S t=0 90 Ω Vg(t) FIGURE From problem 6.8 For Problem 6.10 z= 0 Z₁ = 6002 T= 1 μs 180 Ω z=1
A time domain reflectometer (TDR) of output impedance 50- sends a step voltage down a 50-2 transmission line that is terminated in an unknown resistive load and displays the voltage at the sending end of the line, Figure Q6a. The line's insulating material has a relative permittivity, &= 2.25. Determine: Q6 (a) (i) the source voltage of the TDR, (ii) the length of the line, and (iii) the load resistance. V(0,t) 6 V- 3 V- 12 us Figure Q6a (b) The TDR in part (a) is now connected to a metre-long 50 Q transmission line which is terminated in a load of 100 N. Calculate and sketch the voltage at the source for timet = 0 to t = 15 ns, given that the velocity of propagation on the line is 2 x 10 m/s.
1. For the given circuit in Figure 6.21, R= 2702, L = 1mH, input Vs = 4Vpp (sinusoidal), Vs %3D a) Calculate/Measure VRms, VLms, Ims for 1KHZ, 20kHz and 100kHz. (PW and Lab Part) Figure 6.21 b) Calculate/Measure the phase difference when frequency = 20 kHz. (PW and Lab Part) c) Calculate/Measure the impedance of the inductor at 20kHz and obtain the phasor diagram using the related values you calculated in the previous step. Calculate the apparent power, true power and reactive power related to each component in the circuit. (PW and Lab Part) a) for f=1KHZ PW Lab For f-1kHz Calculated Measured Vrms Vcrms Irms
6.22 Let v1 ¼ 8 sin 100t and v2 ¼ 6 sin 99t. Show that v ¼ v1 þ v2 is periodic. Find the period, and the maximum, average, and effective values of v. Ans: T ¼ 2; Vmax ¼ 14; Vavg ¼ 0; Veff ¼ 5 ffiffiffi 2 p 6.23 Find period, frequency, phase angle in degrees, and maximum, minimum, average, and effective values of vðtÞ ¼ 2 þ 6 cosð10t þ =6Þ. Ans: T ¼ 0:2 s; f ¼ 5 Hz; phase ¼ 308; Vmax ¼ 8; Vmin ¼ 4; Vavg ¼ 2; Veff ¼ ffiffiffiffiffi 22
6.13 Show that a BCD ripple counter can be constructed using a four- bit binary ripple counter with asynchronous clear and a NAND gate
Answer Q 6.3
11.a. A fiber link has a polarization mode dispersion of 4.2 ps/√km. The fiber link is 5 km. What's the total polarization mode dispersion in this fiber?A. 1.9 psB. 9.4 psC. 0.84 psD. 21 ps 11.b. A transceiver has an extinction ratio of 6 in a fiber link. What's the extinction ratio power penalty?A. 1.5 dBB. 7.8 dBC. 1.1 dBD. 6 dB
amazing explanation i just have two inquiries, to find the angle is it always -tan^-1(w/3)? or does it vary depedning on the equation? and if it varies what is the general equation for it? and the second is for the magnitude. same thing is it always 6/radical(w^2 +9) or it depends on each case? and if so also please give the general equation with an explanation, thank you! DO NOT REPEAT THE QUESTION JUST ANSWER THESE INQUIRIES PLEASE AND THANK YOU.

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