1-14. For each of the following systems determine:(i) If the system is controllable.(ii) If the system is observable.(iii) The block diagram or signal flow graph of the system.(a) ±(1) = x() + ); 0) = x,().x(t) +u(t);y(t) = x1(t).%3DГО 17x(t) +Lo(b) i(t)u(t);y(t) = x2(t).0, Y() – [)(c) The coupled circuit in Problem 1-9 with M||(d) The coupled circuit in Problem 1-9 with M 0.5H, L,0.5H, R, = 2.02, R21.0H, L21.0 2, C = 0.5F, and y(t) = v.(t).170 |x(t) +0 0 u(t);-2To 17(e) i(t)0 -1-3 -4 -217y(1) = x,(1)._1 0_ro 171 x(t) +0 0 u(t);-2(f) *(1) =-1y(t) = x1(1).-30 -211Cs(g) ±(1)x(1) +1u(t);do-a1-a2-a3y(1) = x1(1); a,#0, i = 0, 1, 2, 3.-15. What are the reguirements for the system

As per our guidelines we are supposed to be answer the first question only. Kindly repost the other…

1-14. For each of the following systems determine: (i) If the system is controllable. (ii) If the system is observable. (iii) The block diagram or signal flow graph of the system. Го x(t) + y(t) = x1(1). %3D

1-14. For each of the following systems determine: (i) If the system is controllable. (ii) If the system is observable. (iii) The block diagram or signal flow graph of the system. Го x(t) + y(t) = x1(1). %3D

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

PARTICULAR CONCEPT 1. Random Processes. 1.1. Temporal characteristics1.1.1. Concept of the random process.1.1.2. Stationarity and independence.1.1.3. Correlation functions. 1.2. Spectral characteristics.1.2.1. Power density spectrum.1.2.2. Definitions of noise. 1.3. Linear systems with random inputs. 1.3.1.1.3.1. Responses of linear systems to random signals. 1.3.2.1.3.2. Spectral characteristics of the system response. 1.3.3.1.3.3. Process sampling.
Communication system Let's consider a communication system where four signals with different frequencies f1, f2, f3, and f4) are combined to form a single composite signal. The composite signal is represented by the equation: s(t) = 3 sin(500m (k, x t) + T/6) + 4 sin (10007 (kz × t) + T/4) + 2 sin(1500t (k3 X t) + T/3) + 5 sin(2000m(k. X t) + /2) Given the scaling factors: kg = 0.8, kz = 1.6, k3 = 2.4, and k4 = 3.2. Determine the fundamental frequency
Determine a range of values of a system parameter K for which the system is stable. T(s) = ( K / ( s^3 + 3*(s^2) + 3*s + 1 + K )
If x(n)={1, 2, 0, -1} and h(n)={1, 2, 0, -1} find y(n). don't care where n=0.
Graph the following functions for the given x[n]= {…,0,2,-2,0,1,3,-2,-3,1,-1,0,…} signal. a) y[n]=x[n](u[n+3]-u[n-2])-2∂[n]+3∂[n-3]x[n b) y[n]=2x[-n]+(x[n])²+x[-n+2]
An FM transmitter delivers, to a 75-Ohm antenna, a signal of v = 1000 sin ( 10^9t + 4 sin 10^4t). Calculate the carrier and intelligence frequencies, power, modulation index, deviation, and bandwidth.
Which row represent the most stable system and why? nyquist and root locus plot attached.
An FM transmitter delivers, to a 75-Ohm antenna, a signal of v = 1000 sin (10^9t + 4 sin 10^4t). Calculate the intelligence frequency, power, modulation index, deviation, and bandwidth.
a) Show whether the following signals are periodic, if so find the fundamental periods. x [n] = 4 * cos (0.3π * n) + 3 * sin ^ 2 (0.2π * n) x (t) = 2 * cos (10π ^ 2 * t) + sin (3π * t) b) Show whether the system given the input-output relation y (t) = βx (t) + u (t) is linear, memoryless, time invariant, causal and stable. Here β is constant.
A thirty minutes interview held with a student about the importance of education at a radio station was amplitude modulated & transmitted to receivers on the school campus. The expression below describes the transmitted signal a(t) a(t)= Acos(16πt) where A=3cos(10πt) a. At a time rate duration of thirty minutes, determine the no(number) of samples obtained & the time needed to compute the DFT.b. To record the complete interview (thirty minutes duration), determine the amount of storage space needed. Assume that a sixteen-bit ADC system is utilized. c. At the receiver, the discrete signal a[n] is passed through an ideal filter system to get/obtain the recovered signal b(t) where b(t) = b[n] = a[tFs].Determine the signal b(t).Is the signal b(t) the same as a(t) ? Give an explanation to your answer.
Measure the diameters of the two wires. Given the density of steel is = 7.8×103 kg/m3, theoretically estimate fundamental frequencies of the two wires, and calculate the ratio of their frequenciesr unit length? diameters = 0.254mm and 0.432 mm
An optical fiber link with a distance of 30km long has a loss of 0.3dB/km. a) Calculate the minimum optical power level that must be launched into the fiber to maintain an optical power level of 3.0W at the receiving end.b) Estimate the required input power if the fiber has a loss of 0.6dB/km.c) Differentiate, with the aid of diagrams, the types of these dispersions and its effect on the transmission distance. (i) Modal Dispersion(ii) Chromatic Dispersion(iii) Polarization Mode Dispersion