EC42FA1_Gabriel_Experiment1.pdf - Command Window > num =[0...

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Unformatted text preview: Command Window >> num = [0 1]: >3 den= [1 1 1]: >> sys = tflnum,den] Continuous—time transfer function. >> poly lnum} >> steplsys} >> step lays} 135)) Control 51 Simu‘ation Loop 459ml Hk Hfl ka lflflfl Took mshop thhw HHp DEE&IM\@~®®‘E‘%~ Q |EI|EI|I® Ampl itu da Step Response 1.2 P a: Q m P b 0.2 2 4 6 Time (seconds) 3 10 12 er Functwon FIIE Edit View iject Opelate Touls Window Help ...\_. 'I simt'lme wa 15m Appficafiun ant IV Main Appficifinn Instance )) num = [1 1 1]: >>den= [1220 [I]: )) sys = tf-(num,den) aauw maawafixv tum-n 32 + s + 1 Step Response 3‘4 + 2 3A3 + 2 32 Continuous—time transfer function. )) poly (mm) 3.113 1 —3 3 —1 )) poly (den) 3.113 1 —5 B —‘1 I] I] )) step (33(3) fiv>> FIIE Edi! View ijncl OpEli‘IE Tools Window Help "95 Q ll Main Appficafion Inslante 1 Conunandufindow >> num = [1 1]: >>den=[122l]fl]: >) sys = tf(numbden) 5y3= 3 + 1 3“! + 2 3‘3 + 2 3‘2 Continuous—time transfer function. >> poly (num) >) step (sys) fiz>> aaum MQQQE‘E‘A’vl IEl-u Step Reepnme 2? ConIIol a Simulafion Loop Step Signal Tlansfel Function Hts) [not Command Wmdow >> num = [1 B]; 4 Flgurel » ”a“ = '15 32 95 99 2“" File Edit View Insert Tools D5Irtop Window Hglp a >> By: = cf(num,den] Baummaawofix min-m sys = Step Response 9 5 + 0.35 15314+32 513+95312+995+27 0.3 Continuous—time transfer function. 025 >> polylnum} a: 13 0,2 EDS = P: E 1 —1o 9 q: 0.15 >> Dulymen} 01 ans = 0.05 1 7268 25510 71043236 18963585 7121883300 0 0 5 10 15 >> steptsys} Time (seconds) fi5>> Control Se Simulation Loop Error ’ Step Srgnal Transfer Function num = [5 9 9]: )) den = [15 32 55 SS 27]: >> sys : tf(num,den) 55“2+Ss+9 153‘1+325"3+555‘2+593+27 ContinuouSrtimE trans fer function. )} poly (num) 1 -23 171 -l[l§ >> poly (den) 1 i263 25510 >> step (53(5) 3)) i1013236 18563535 i12lfiEBBDD Central 81 Simulafinn Loop Step Slgnal Tlansfer Function Hts) Elm! b >> num= [1 2 1]: >> den [151]: >> 5315 = tf(num,den) >> poly (nun) 1 -7 11 }) step (53(3) fie>> 1 —— Continuousitime transfer: function. *2 ' o 5 1o 15 20 25 Dauswqqoafilw IIEIIE Step Raspnnsa 30 Contro‘ 5L SImu‘atwon Loop by! Lu: Transfer Functxon ...
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  • Summer '18
  • AAUW, Continuous—time transfer function, FIIE Edi

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