Geometrical optimal controller design method in tilt-rotor aircraft transition state switching process
A technology of tilt-rotor and switching process, which is applied in the field of geometric optimal controller design of the transition-state switching process of tilt-rotor aircraft, can solve the problems of no given or designed aircraft, etc., to ensure uniqueness and avoid singularity sexual effect
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[0042] The specific implementation manners of the present invention will be further described below in conjunction with the accompanying drawings and technical solutions.
[0043] Based on the rigid body continuous geometric dynamic switching model established on the (SE(3)) group, the continuity equation is transformed into a discrete geometric dynamic switching equation according to the discrete Hamiltonian principle method. Specifically, the state and control variables of the optimal control problem are discretized on Legendre-Gauss points, and Lagrangian interpolation polynomials or spline functions are constructed with discrete points as nodes to approximate the state variables and control variables. The derivative of the state variable with respect to time is approximated by taking the derivative of an interpolating polynomial, thereby converting differential equation constraints into algebraic constraints. The Lie group variational integrator is used to calculate under ...
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