Matlab

E4265 All the assignment must submitted by Due: both weeks from assignment fix up: The solution must be submitted in intelligence archive by e-mail continuous Assignment 1 Write a Simulink/Matlab bundle course of study to simulate the step response of the adjoin uncut the process by the first order plus while chequer model using the following methods 1. Two points method 2. impound method 3. nation method 4. Least squares method 5. relay feedback method Verify your results in both(prenominal) time domain and oftenness domain. Note: You need to surface the program, graph and step by step results. 1. Two points method K= ?y?u= 20.2=10 When amplitude is 28.4%, t1 = 5.76s When amplitude is 63.2%,t2 = 9.19s T = 1.5(t1-t2) = 1.5(9.19-5.76) = 5.145s L = 0.5(3t11-t2) = 1.5(3*5.76-9.19) = 4.045s Gs= 105.145s+1 e-4.045s 2. Log method Time | Amplitude| lny-y(t)y | 5| 0.40| -0.223| 10| 1.38| -1.171| 15| 1.8 2| -2.408| 20| 1.98| -4.605| 25| 1.99| -5.300| 30| 2| -| By substituting all the points into the graph , ( lny-y(t)y vs Time), lny-y(t)y= LT- tT K = 10, L = 5 and LT=1.4 * T = 5 / 1.4 = 3.571 Gs= 103.571s+1 e-5s 3. Area Method A0(t) = 23.825 A1(t) = 3.485 T= eA1K= 3.485*e10=0.947 L= AoK-T= 23.82510- 0.947= 1.4355 Gs= 100.947s+1e-1.4355s 4. Least squares method 5. pass on feedback method I am very profane that I dont have any root word on how to get the process by using these torment methods. Very sorry about that.If you want to get a full essay, order it on our website: OrderCustomPaper.com

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