0010(b.2) causal(b.3) stable(b.4) FIRFULLHD144HZF4F5F7(o)Pause-果#34.7.399I Consider an LTI system described by the impulse responseh[n] = 4°u[2-n](a) Sketch h[n](b) For this LTI system, determine and explain whether the following properties are true:(b.1) memoryless(b.2) causal

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Answered: Consider an LTI system described by the…

Introductory Circuit Analysis (13th Edition)

13th Edition

ISBN:9780133923605

Author:Robert L. Boylestad

Publisher:Robert L. Boylestad

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3. Consider the system a) Use state feedback ? = ?? to assign the eigenvalues of ? + ?? at −0.5 ± ?0.5. Plot TT x(t) = [x1(t), x2(t)] for the open- and closed-loop system with x(0) = [−0.6, 0.4] . b) Design an identity observer with eigenvalues at −? ± ?, where ? > 0. What is the observer gain ? in this case? c) Use the state estimate ?̂ from (b) in the linear feedback control law ? = ? ?̂, where ? was found in (a). Derive the state-space description of the closed-loop system. If ? = ? ?̂ + ?, what is the transfer function between ? and ?? TT d) For ?(0) = [−0.6, 0.4] and ?̂(0)= [0, 0] , plot ?(?), ?̂ (?), ?(?), and ?(?) of the closed- loop system obtained in (c) and comment on your results. Use ? = 1, 2, 5, and 10, and comment on the effects on the system response. Remark: This exercise illustrates the deterioration of system response when state observers are used to generate the state estimate that is used in the feedback control law.
Q.1 5 UTM (a) Consider a discrete time system described by the input-output relation innM 5 UTM UTM UTM yln] =2 3*[n –-. N where N is an | N=-1 O Lincar URieger UTM 5 UTM ở UTM 3U (iii) Causal M 3 UTM 5 UTM M 3 UTM
Moving to another question will save this response. Question 9 Four point charges are located at the corners of square 4 cm has been shown in figure Below, each charge is 1.2 NC, the net potential energy stored in the system equals to I.2 nc C 1.2 nc 4 cm 1.2 nc 1.2 nc 4 cm C
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Consider an LTI system described by the impulse response h[n] = 4°u[2-n] (a) Sketch h[n] (b) For this LTI system, determine and explain whether the following properties are true: (b.1) memoryless (b.2) causal