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Mathematical Problems in Engineering
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Special Issues
Mathematical Problems in Engineering
/
2014
/
Article
/
Tab 2
/
Research Article
The Identification of Nonlinear Systems Using
-
Plane Coordinates
Table 2
The portion of the data,
, for the time functions from Figure
8(d)
.
Lt
(sec)
(m)
(m/sec)
(m/sec
2
)
(N/m)
(N·sec/m)
L1
0.01
−0.05955
−5.89536
13.58601
228.1615
−99.0059
70.05914
1.596898
L2
0.03
−0.17433
−5.5664
18.55715
106.4511
−31.9311
35.84346
2.211251
L3
0.09
−0.47109
−4.28554
22.77945
48.35459
−9.09703
20.07025
3.109183
L4
0.19
−0.78703
−2.07592
20.35073
25.85776
−2.63768
15.25057
4.021417
L5
0.33
−0.90441
0.198556
11.87931
13.1349
0.219543
14.23512
5.011415
L6
0.51
−0.73229
1.434002
2.598733
3.548783
1.958248
15.49573
6.100836
L7
0.73
−0.40647
1.351987
−2.25806
−5.55523
3.326129
18.51146
7.235646
L8
0.99
−0.14247
0.67754
−2.37718
−16.6854
4.755633
22.61141
8.263207