Manipulator Trajectory Tracking Method Based on Fractional Order Adaptive Nonsingular Terminal Sliding Mode
A non-singular terminal and trajectory tracking technology, applied in the direction of adaptive control, instrumentation, control/adjustment system, etc., can solve the problems that the system cannot achieve the ideal sliding mode, large chattering of the controller, long response time, etc., and achieve expansion The effect of performance adjustment range, efficiency improvement and robustness improvement
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[0046] figure 1 It is a flow chart of the trajectory tracking method of the manipulator based on the fractional order adaptive non-singular terminal sliding mode of the present invention.
[0047] In this embodiment, the present invention is applied to the control of a six-degree-of-freedom robot arm, that is, trajectory tracking is performed on six joint angles of the robot arm. Combine below figure 1, a method for tracking the trajectory of a manipulator based on a fractional-order adaptive non-singular terminal sliding mode of the present invention is described in detail, which specifically includes the following steps:
[0048] S1. According to the specific task requirements, set the expected six-degree-of-freedom manipulator end pose sequence information as P, P∈R 4 ×4 is a homogeneous transformation matrix, and the terminal pose information P is solved by the inverse kinematics of the manipulator to the expected joint angle q of each joint d ,q d ∈ R 6 and q d =[q...
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[0086] In this example, we first verify the feasibility of the fractional-order adaptive terminal sliding mode controller proposed by the present invention, and then conduct a comparative analysis of different fractional orders. The parameters used in the simulation are described below.
[0087] Suppose there are twelve states x∈R inside the six-degree-of-freedom manipulator system 12 and
[0088] The expected trajectory of each joint angle is:
[0089] q d1 =3.25-(7 / 5)e -t +(7 / 20)e -4t ,q d2 =1.25+e -t -(1 / 4)e -4t ,q d3 =1.25-(6 / 5)e -t +(6 / 20)e- 4t ,q d4 =3.25-e- t +(5 / 20)e -4t ,q d5 =0.25-(4 / 5)e -t +(4 / 20)e -4t ,q d6 =4.25-(3 / 5)e -t +(3 / 20)e -4t .
[0090] The initial state of the manipulator system is selected as:
[0091] q i (0)=0.3491, (i=1,2,4,5,6),q 3 (0)=3,
[0092] The external interference term is: τ di =0.02sin(t), i=1,3,4,5,6,τ d2 = 0.1cos(2t).
[0093] For the controller proposed in the present invention, the parameters are selected ...
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