Q1: A chemical process having two input variables and one output variable. If the response of the output variable Y(t) to a separate step change in the input variables X1 and X2 were recognized as presented in tables 1 and 2 respectively. Predict the parameters of the transfer function that relates the output variable as a function of input variables. Table (1) Table (2) Time (s) X:(t) Y(t) Time (s) X:(t) Y(t) 0.000 0.00 0.000 0.00 4 2 0.944 2 0.65 8 2 1.517 2 2.01
Q1: A chemical process having two input variables and one output variable. If the response of the output variable Y(t) to a separate step change in the input variables X1 and X2 were recognized as presented in tables 1 and 2 respectively. Predict the parameters of the transfer function that relates the output variable as a function of input variables. Table (1) Table (2) Time (s) X:(t) Y(t) Time (s) X:(t) Y(t) 0.000 0.00 0.000 0.00 4 2 0.944 2 0.65 8 2 1.517 2 2.01
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
Related questions
Question

Transcribed Image Text:Q1: A chemical process having two input variables and one output variable. If the response of the
output variable Y(t) to a separate step change in the input variables X1 and X2 were recognized as
presented in tables 1 and 2 respectively. Predict the parameters of the transfer function that relates
the output variable as a function of input variables.
Table (1)
Table (2)
Time (s)
X:(t)
Y(t)
Time (s)
X:(t)
Y(t)
0.000
0.00
0.000
2
0.00
4
2
0.944
2
0.65
8.
2
1.517
2
2.01
12
1.864
12
2
3.34
16
2.075
16
4.20
20
2.203
20
2
4.51
24
2
2.281
24
4.39
28
2
2.328
28
2
4.06
32
2
2.356
32
2
3.71
36
2.373
36
3.47
40
2
2.384
40
2
3.37
44
2
2.390
44
3.39
48
2.394
48
2
3.47
52
2
2.396
52
2
3.56
56
2.398
56
3.63
60
2
2.399
60
3.66
64
2.399
64
3.66
68
2.400
68
2
3.64
72
2.400
72
2
3.61
76
2
2.400
76
3.60
80
2
2.400
80
2
3.59
84
2.400
84
3.59
88
2
2.400
88
2
3.59
92
2.400
92
3.60
96
2.400
96
3.60
100
2.400
100
3.60
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