A new error transformation based trajectory tracking control method for auv preset performance
A trajectory tracking, preset performance technology, applied in adaptive control, general control system, control/regulation system, etc., can solve the problem of no clear mathematical relationship of error convergence rate, large overshoot, and uncertainty of error convergence time.
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specific Embodiment approach 1
[0025] Specific Embodiment 1: A novel error transformation-based AUV preset performance trajectory tracking control method described in this embodiment includes:
[0026] Taking a certain point E on the sea surface as the origin, the Eξ axis and Eη axis are placed in the horizontal plane and are perpendicular to each other, and the positive direction of the Eξ axis points to the true north; ξηζ);
[0027] With the center of gravity of the AUV as the origin, the water plane passing through the origin as the x-axis, the cross-section passing through the origin as the y-axis, and the longitudinal section passing through the origin as the z-axis, a motion coordinate system (G-xyz) is established;
[0028] The general model equation of AUV is:
[0029]
[0030] Among them, M represents the inertia matrix; C(v) represents the centripetal force matrix; D(v) represents the water damping matrix; g(η) represents the restoring force and moment; η represents the six-degree-of-freedom ...
Embodiment
[0100] In order to verify the effectiveness of the control method designed in the present invention, the present invention performs simulation verification on a certain type of AUV. When the underwater robot is symmetrical, in order to simplify the problem, it can be assumed that the motion of the robot can be decoupled, thereby reducing the number of parameters in the model. Therefore, only part of the hydrodynamic derivative information needs to be provided to calculate the inertia matrix M, the Coriolis and centripetal matrix C(v), and the damping matrix D(v) of the underwater vehicle. The hydrodynamic coefficient and inertia coefficient of the underwater robot are shown in Table 1 and Table 2, respectively. The hydrodynamic coefficient includes the inertial force coefficient, viscous force coefficient and additional mass coefficient.
[0101] Table 1 Hydrodynamic coefficients of underwater robots
[0102]
[0103] Table 2 Inertia coefficient of underwater robot
[01...
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