A High-precision Control Method for Two-axis Inertially Stabilized Platform Based on Adaptive Backstepping Sliding Mode
A stable platform, backstepping sliding mode technology, applied in the direction of adaptive control, general control system, control/adjustment system, etc., can solve the problem that the control performance is easily affected by external interference, etc., to meet the needs of high-precision control and simple calculation , The effect of fast response of dynamic parameters
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[0035] Such as figure 1 Shown, the concrete realization of the present invention is as follows
[0036] (1) Build a backstepping sliding mode controller based on the auxiliary sliding mode surface
[0037] Based on the Newton-Euler theory, the dynamic equation of the two-axis inertial stable platform is expressed as
[0038]
[0039] Among them, when ζ=p, it means the pitch channel, when ζ=a, it means the azimuth channel, Respectively, pitch attitude angle, pitch angle rate, azimuth attitude angle, azimuth rate, f ζ is a nonlinear function in the platform dynamics model, u ζ is the control voltage, b ζ Coefficients for motor control in the platform state model, g ζ d ζ interfere with the system.
[0040] define z 1ζ is the actual angular position state x 1ζ with the desired angular position command x 1ζd error, z 2ζ is the actual angular rate state x 2ζ with virtual angular rate command x 2ζd error, then
[0041] z 1ζ =x 1ζ -x 1ζd
[0042] z 2ζ =x 2ζ ...
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