Scilab ApplicationsTIME RESPONSEFirst-order system response STUDENT ACTIVITY:50A system has a transfer function G(s) =s+50Make a function in Scilab that will calculate the Time constant, Te, Risetime, T,, and Settling time, Tg.Second-order systemsUndampedG(s)R(s) = =C(s)s2+9Undamped--> t=[0:0.005:10];--> Us=ones(1, length(t));--> G=syslin('c', 9, %s^2+9)--> C=csim('step', t,G);--> plot(t, uS, t, C);--> xtitle('Unit Step Response - UNDAMPED', 't(sec)', 'amplitude')--> xgrid(color('gray'));--> legend('input', 'output');Unit Step Response - UNDAMPEDinput1.8output1.61.41.210.80.60.40.21246810t(sec)amplitude

Introduction: The type of system having '1' as the maximum power of 's' in the denominator of the…

STUDENT ACTIVITY: A system has a transfer function G(s) 50 Make a function in Scilab that will calculate the Time constant, Te, Rise s+50 time, T, and Settling time, Tg.

Operations Research : Applications and Algorithms

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ISBN:9780534380588

Author:Wayne L. Winston

Publisher:Wayne L. Winston

Chapter19: Probabilistic Dynamic Programming

Section19.4: Further Examples Of Probabilistic Dynamic Programming Formulations

Problem 7P

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Scilab Applications

TIME RESPONSE
First-order system response

STUDENT ACTIVITY:
50
A system has a transfer function G(s) =
s+50
Make a function in Scilab that will calculate the Time constant, Te, Rise
time, T,, and Settling time, Tg.
Second-order systems
Undamped
G(s)
R(s) = =
C(s)
s2+9
Undamped
--> t=[0:0.005:10];
--> Us=ones(1, length(t));
--> G=syslin('c', 9, %s^2+9)
--> C=csim('step', t,G);
--> plot(t, uS, t, C);
--> xtitle('Unit Step Response - UNDAMPED', 't(sec)', 'amplitude')
--> xgrid(color('gray'));
--> legend('input', 'output');
Unit Step Response - UNDAMPED
input
1.8
output
1.6
1.4
1.2
1
0.8
0.6
0.4
0.2
1
2
4
6
8
10
t(sec)
amplitude

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