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

