System identification of the sitting balance maintenance feedback mechanism ○ ( ) ( ) ( ( ) ( ) ( ) ( ) ) Yukihiro OGISAWA, Graduate School of Akita University Kazuhiko HIRAMOTO, Akita University Takehiro IWAMI, Akita University Kazuto MIYAWAKI, Akita NCT Satoru KIZAWA, Akita NCT Toshiki MATSUNAGA , Akita University Yoichi SHIMADA, Akita University 1. , . , , , . , , 2 3 , . 2 . 2 Fig.1 3 PID 3. 2 link model G (s ) , u (s ) y (s ) , R (s) (0°), y (s ) R (s) (0) e(s ) , , . . 2. (2) 1 . , (1) 3 , 2 . 2, . •• ML23 = I1θ1 + F( y1 − y0 ) + f L23( yL23 − y1) + N(x1 − x0 ) (1) + nL23(xL23 − x1) , N F , n , , , x block diagram 1 D 1 u(t ) = k e (t ) + k e& (t ) + k P2e2 (t ) + k D2 e&2 (t ) (2) + k P3 e3 (t ) + k D3 e&3 (t ) m , L 23 u (t ) ,I , , M , Fig.2 1 P 1 y , θ ,1,2 , f 0 , . e 3 (t ) , e 2 (t ) 2 e1 (t ) 2 3 , 3 . 4. Table1 The result of each identification tolerance 4.1 e1 2 21.4329 3 1 . 3 . fig3 . , e1 4 . the experimental value and estimated value of fig4 the experimental value and estimated value of joint torque 3 6.3882 e1 . 6.1104 8.1187 e3 , , e3 e2 joint torque (no e1 , e2 , e3 , 4 , e1 ) , . . , , , 2 ( e1 ) 3 . 5. . , 2 . 4.2 . . . , . [PD , 1 e1 u (t ) = k [PD , e 2 (t ) + k . 2 D e2 , e2 + k • 3 P e 3 (t ) + k 3 D [PD , e3 (3) e3 . ] 6. • u ( t ) = k P1 e 1 ( t ) + k 3 ] • 2 P 1 D e 1 ( t ) + k P3 e 3 ( t ) + k • 3 D e3 (4) ] • , [1] [2] • u ( t ) = k P1 e 1 ( t ) + k D1 e 1 ( t ) + k P2 e 2 ( t ) + k D2 e 2 (5) [3] LMI 2
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