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

