Page 571 - Mathematical Techniques of Fractional Order Systems
P. 571

Ones

               Global


               the       4:9290 3 10 23 6 4:5742 3 10 23  7:7566 3 10 25 6 7:8056 3 10 25  3:9155 3 10 24 6 2:6604 3 10 24  4:7166 3 10 24 6 3:5781 3 10 24  2:4595 3 10 24 6 1:8062 3 10 24  6:1924 3 10 25 6 5:8693 3 10 25  8:6609 3 10 24 6 7:0172 3 10 24  1:3488 3 10 24 6 1:1276 3 10 24  1:6058 3 10 23 6 1:1972 3 10 23  2:5994 3 10 23 6 2:065
               and    qðMAPE 6 STDðAPEÞÞ
               Parameters




               Estimated



               the
               of        1:4243 3 10 22 6 4:3842 3 10 22  9:4693 3 10 24 6 9:9788 3 10 24  2:3169 3 10 23 6 3:7206 3 10 23  4:3651 3 10 23 6 7:0216 3 10 23  8:1508 3 10 24 6 1:7890 3 10 23  8:4301 3 10 24 6 2:0436 3 10 23  2:8561 3 10 23 6 5:7365 3 10 23  8:7701 3 10 24 6 1:5798 3 10 23  0:0000 3 10 0 6 0:0000 3 10 0  4:0308 3 10 23 6 8:3183
               Values  γðMAPE 6 STDðAPEÞÞ


               the
               Between  Runs



               Error  20  Over

               Percentage  Model  8:7521 3 10 22 6 7:3856 3 10 22  2:4967 3 10 23 6 2:1672 3 10 23  1:0192 3 10 22 6 9:1613 3 10 23  1:2077 3 10 22 6 1:2454 3 10 22  4:2379 3 10 23 6 3:3962 3 10 23  1:5798 3 10 23 6 2:4933 3 10 23  9:9918 3 10 23 6 8:4723 3 10 23  3:9461 3 10 23 6 3:1931 3 10 23  2:6469 3 10 22 6 2:5459 3 10 22  2:4887 3 10 2




               Absolute  PMSM  order  σðMAPE 6 STDðAPEÞÞ


               the
               of  Fractional
               STD
               and       GWO  CGWO1  CGWO2  CGWO3  CGWO4  CGWO5  CGWO6  CGWO7  CGWO8  CGWO9  CGWO10
               Mean  Commensurate  Algorithms


               18.3
               TABLE  the  for  CGWO
   566   567   568   569   570   571   572   573   574   575   576