Page 580 - Mathematical Techniques of Fractional Order Systems
P. 580

Between  the  for  Ones  Global  the  and Parameters Estimated  the  of  Values  the  q 3 ðMAPE 6 STDðAPEÞÞ q 2 ðMAPE 6 STDðAPEÞÞ q 1 ðMAPE 6 STDðAPEÞÞ 7:1254 3 10 22 6 6:7203 3 10 22 5:3743 3 10 22 6 7:0836 3 10 22 7:1541 3 10 22 6 4:7972 3 10 22  1:2201 3 10 22 6 1:7144 3 10 22 1:1066 3 10 22 6 2:0036 3 10 22 9:5431 3 10 23 6

               Error  Runs  20  3:0080 3 10 22 6 4:3827 3 10 22  5:9663 3 10 23 6 6:7164 3 10 23  1:3624 3 10 22 6 1:4300 3 10 22  6:3881 3 10 23 6 6:6929 3 10 23  9:1857 3 10 23 6 1:0430 3 10 22  3:1344 3 10 23 6 5:2576 3 10 23  3:4190 3 10 23 6 8:4963 3 10 23  1:8211 3 10 23 6 4:4738 3 10 23  9:7713 3 10 23 6 1:9944 3 10 22  2:0250 3 10 22

               Percentage  Over  Model  γðMAPE 6 STDðAPEÞÞ




               Absolute  PMSM



               the  Order
               of    σðMAPE 6 STDðAPEÞÞ 1:5695 3 10 21 6 1:2568 3 10 21  4:2511 3 10 22 6 4:4180 3 10 22  3:1973 3 10 22 6 2:4948 3 10 22  2:8045 3 10 22 6 1:8479 3 10 22  4:4391 3 10 22 6 3:6083 3 10 22  4:1684 3 10 22 6 3:4525 3 10 22  6:0873 3 10 22 6 5:4391 3 10 22  2:0985 3 10 22 6 2:5889 3 10 22  5:4449 3 10 22 6 5:3868 3 10 22  9:2809
               STD
               and  Fractional

               Mean                                  CGWO10

               18.5  Incommensurate  Algorithms  GWO  CGWO1  CGWO2  CGWO3  CGWO4  CGWO5  CGWO6  CGWO7  CGWO8  CGWO9
               TABLE    CGWO
   575   576   577   578   579   580   581   582   583   584   585