Small unmanned helicopter course control method based on JAYA algorithm optimization
A technology for unmanned helicopters and small unmanned aerial vehicles, which is applied in three-dimensional position/channel control, non-electric variable control, control/regulation systems, etc. and other problems to achieve the effect of speeding up the convergence speed, improving the accuracy and improving the robustness
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[0052] Embodiment 1: obtain the dynamics model of quadrotor according to Newton-Euler equation as:
[0053]
[0054] In the formula, φ, θ and ψ are the roll angle, pitch angle and yaw angle respectively, q and r are the pitch and yaw angle rates respectively, d is the unknown disturbance, I xx , I yy and I zz is the three-axis moment of inertia, and N is the external yaw moment. The present invention only considers the yaw movement, so it can be considered that the small unmanned helicopter is in the hovering or low-speed cruising state, and φ=θ≈0 at this time. The expression of N is extremely complex, including geometric parameters, aerodynamic parameters and control input signals of the main and tail rotors. In order to facilitate controller design, the simplified heading dynamics model is obtained by linearizing N at the balance point:
[0055]
[0056] In the formula, N r is the yaw damping coefficient, N ped is the yaw controller parameter, u ped is the tail ...
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