“…To achieve good closed loop performances, such as disturbance rejection, noise attenuation, and control input bandwidth, the mixed sensitivity approach relies on optimization that involves two or more sensitivity functions, the sensitivity function (S), the input sensitivity function (KS), and the complementary sensitivity function (T) as reviewed by Kwakernaak. 18 Thus mixed sensitivity approach can be differed mixed sensitivities, such as S/T in Peng et al 19 and M. Rachedi et al, 20 S/KS in Wei-qian et al, 21 Ozana et al, 22 and Xinping Bao, 23 or S/KS/T in Alfaya et al, 24 Bejarano et al, 25 Delettre et al, 26 Iannino et al, 27 and Fragoso et al 28 Peng et al 19 proposed H∞ controller to solve the S/T problem for the pneumatic manipulator with parameter variation, and low or high frequency disturbances acting on the pneumatic manipulator as uncertainties. Rachedi et al 20 used mixed sensitivity controller for position control of a “Delta” parallel robot.…”