MCHOO CONTROL SYSTEMS LABORATORY Code: 1 G(s) +45 +68+1 5+2 G(s) = 3+25+1 s +5+1 G(s) = s(s+45+1) LAB/STABILITY AND BOOT

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MCHOO CONTROL SYSTEMS LABORATORY Code: 1 G(s) +45 +68+1 5+2 G(s) = 3+25+1 s +5+1 G(s) = s(s+45+1) LAB/STABILITY AND BOOT

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Mchoo Control Systems Laboratory Code 1 G S 45 68 1 5 2 G S 3 25 1 S 5 1 G S S S 45 1 Lab Stability And Boot 1
Mchoo Control Systems Laboratory Code 1 G S 45 68 1 5 2 G S 3 25 1 S 5 1 G S S S 45 1 Lab Stability And Boot 1 (14.02 KiB) Viewed 36 times
Mchoo Control Systems Laboratory Code 1 G S 45 68 1 5 2 G S 3 25 1 S 5 1 G S S S 45 1 Lab Stability And Boot 2
Mchoo Control Systems Laboratory Code 1 G S 45 68 1 5 2 G S 3 25 1 S 5 1 G S S S 45 1 Lab Stability And Boot 2 (25.28 KiB) Viewed 36 times
Mchoo Control Systems Laboratory Code 1 G S 45 68 1 5 2 G S 3 25 1 S 5 1 G S S S 45 1 Lab Stability And Boot 3
Mchoo Control Systems Laboratory Code 1 G S 45 68 1 5 2 G S 3 25 1 S 5 1 G S S S 45 1 Lab Stability And Boot 3 (18.56 KiB) Viewed 36 times
MCHOO CONTROL SYSTEMS LABORATORY Code: 1 G(s) +45 +68+1 5+2 G(s) = 3+25+1 s +5+1 G(s) = s(s+45+1) LAB/STABILITY AND BOOT LOCUS CONTROLLER DESIGN Poles and Zeros Stability:

of words 2.2. A feedback control system with certain design criteria Consider an open-loop system which has a transfer function of *+7 11(a)-Y(a) (+8)(+15)(+20) Design a feedback control system with proportional (gain K) for PO Jess than 5% and less than 1 sec. Follow the steps given below: Open a new script in Matlah and use st's) to write the transfer function His) as a variable named sys. Plot root locus. Lastly, limit your axes using axis-22.3.-15.15. Write your code in the following blank. After you run your codes, you will have the plot given below. Sede)

Find using expastion 1.1 in order to have a percent overshoot (PO) less than 5% MCH CONTROLSYSTEMS LABORATORY LABYNEABLITY AND SOOT LOCUS CONTROLLER DESIGN b. Find using equation 1.2 in order to have a peak time (t) less than 1 sec.
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