(b) If the plant transfer function is: 2000 H(s) : %3D s + 400 By assuming a zero-order hold (using the conversion equation below) and a sample rate of 1000 SPS, show that the equivalent discrete transfer function of G(s) is: 1.648 H(z): %3D z - 0.6703 Zero-order Hold equation: [z - 117(G(s) Z. |

(b) If the plant transfer function is: 2000 H(s) : %3D s + 400 By assuming a zero-order hold (using the conversion equation below) and a sample rate of 1000 SPS, show that the equivalent discrete transfer function of G(s) is: 1.648 H(z): %3D z - 0.6703 Zero-order Hold equation: [z - 117(G(s) Z. |

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...

See similar textbooks

Similar questions

please answer with solution. An analog signal with a bandwidth of 36MHz is sampled at a frequency (fs) of 72,000,000 samples per second during the ADC (analog-to-digital conversion) process. What is the outcome of the received signal after the DAC (digital-to-analog conversion) process? a. the signal will have experienced aliasing b. the signal will not experience aliasing c. the signal will not experience quantization errors d. none of the above describes the outcome
Question 01: Check if the models below are observable and controllable. If any of the models is unobservable or uncontrollable, perform the conversion to a transfer function, and from the result of this conversion, justify why the model is uncontrollable or unobservable.
Design a radio receiver that powers an amplification system. The radio signal can be considered as an input voltage, while the amplification system, which is a two-terminal device, can be modeled as an equivalent resistance of 1 kΩ. A bandwidth of 500 kHz and a maximum power frequency of 10MHz are required.a) What is the quality factor?b) Do you consider that your receptor is selective or not very selective?
What is the maximum load capacitance CL that can be connected to the output of the voltage follower as shown if the phase margin of the ampliﬁer is to be 60◦? Assume that the ampliﬁer voltage gain is described by this transfer function, and that it has an output resistance of Ro =500 Ω: A(s) =107 /(s+50)
a) Find the transfer function of the system shown in Fig. 2 using block diagram reduction techniques. b) Draw the signal flow graph and find the transfer function of the system shown in Fig. 3 by Mason’s Gain formula
Obtain the transfer functions Y(s)/R(s) and Y(s)/X(s) according to the signal flow chart given in the figure.
An analog signal, with an absolute bandwidth of 10 KHz, is to be converted to a digital signal usingan A/D converter and stored in a PC. If the quantization error must be within ±0.05% of the peak-to-peakvalue of the analog signal, determine the storage requirement. Please assume that we are going to record 8seconds of data, sampled at 1.5 times the Nyquist rate.
PleaseThe input-output relationship of a discrete-time LTI system is given as follows?[n] = 2x[n − 4] − 3x[n − 6].a) Determine the impulse response of the system, h[n].b) Using h[n], show that the system is causal.c) Using h[n], show that whether the system is BIBO stable or not.d) Determine the transfer function H(z). Plot pole-zero diagram. Indicate ROC.e) Using H(z), show that whether the system is stable or not.f) Determine the frequency response of the system, if exists. Why?g) Determine the impulse response of the inverse system calculated in f).
Scale the inductor and capacitor so that themagnitude and the phase angle of the output current do not change whenthe input frequency is changed from 20 krad/s to 500 rad/sec.1. What are the scaled values of the inductor and capacitor?2. What is the steady-state value of the output current, io, when theinput current is 400 cos 500t mA?
1.Find the impulse response of the equivalent system (i.e,, find h[n]) such that y[n]=x[n]∗y[n]holds where h1[n]=h[n]+0.5drag[n−1], h2[n]=0.5drag[n]−0.25drag[n−1], h3 [n]=(0.5)n u[n]with u[n]denoting unit-step function. this is a signal systems question
Q3 in a digital telephony network, the signal of human voice needs to be sampled and digitized before transmission. it is found that limiting the bandwidth of human voice to 3000 hz would be enough to ensure good-quality phone calls. a. Human voice contains frequency components above 3000 Hz. How canwe ensure that the voice signal will only occupy a bandwidth of 3000Hz? b. The sampling rate is determined to be 50% higher than the Nyquistsampling rate. Determine the sampling rate c. A pulse-code modulation (PCM) scheme is used to represent thedigitized voice signal, where 10 bits are used for each sample.Determine the data rate of a single voice call. d. Time-division multiplexing (TDM) is used to aggregate a maximum of 40voice calls in a telephone line. Determine the maximum data rate thatyou can observe over a telephone line. e. Determine the minimum required bandwidth of the telephone line thatcan support a maximum of 40 phone calls.- d. Explain what…
Draw the signal flow graph and find the transfer function of the system shown in Fig. 3 by Mason’s Gain formula