Research Article
Least-Squares Parameter Estimation Algorithm for a Class of Input Nonlinear Systems
Table 1
The parameter estimates () (, %).
| t | | | | | | | | | (%) |
| 100 | −1.35989 | 0.76938 | 0.94139 | 0.49861 | 0.18862 | 1.69875 | 0.86164 | 0.32773 | 2.59527 | 200 | −1.35622 | 0.76001 | 0.96720 | 0.50101 | 0.19076 | 1.67233 | 0.84941 | 0.34369 | 1.43552 | 500 | −1.35239 | 0.75452 | 1.00256 | 0.50137 | 0.19363 | 1.66468 | 0.84394 | 0.34485 | 0.74281 | 1000 | −1.35034 | 0.75193 | 1.00570 | 0.50128 | 0.19460 | 1.65482 | 0.85095 | 0.33765 | 1.06112 | 2000 | −1.34844 | 0.74940 | 0.99224 | 0.50089 | 0.20143 | 1.69169 | 0.85148 | 0.33583 | 0.67584 | 3000 | −1.34776 | 0.74847 | 0.99012 | 0.49943 | 0.20333 | 1.68675 | 0.85321 | 0.33416 | 0.68173 |
| True values | −1.35000 | 0.75000 | 1.00000 | 0.50000 | 0.20000 | 1.68000 | 0.84000 | 0.33600 | |
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