2003 · 70 citations · 8 references
EngineeringAerospace EngineeringSystems EngineeringDynamical SystemsFlight DynamicsFlight MechanicsControl Of Dynamical SystemsControl System DesignControl SystemsControl TheoryMissile ControlNonlinear ControlAutopilot DesignMissile StabilityNonlinear Control SystemsNonlinear Missile DynamicsNonlinear SystemsNonminimum Phase SystemsState Feedback ControlSystem Inversion
A linearizing transformation technique developed for the control of nonlinear systems is applied to the autopilot design of air-to-air missile systems. The plant inversion characteristic of this methodology is clearly displayed, and stability problems associated with nonminimum-phase plants are identified. To avoid the difficulty associated with the non-minimum-phase dynamics of missile acceleration, the plant inversion is first applied to the control of angle-of-attack and sideslip. Owing to simplifications made by the plant inversion, a point design is enough to provide the desired closed-loop responses for all fight conditions. Normal and lateral accelerations are then controlled by the classical integral feedback. The gain-scheduling required is minimal and transparent. The procedure is applied to the autopilot design of skid-to-turn and bank-to-turn missiles to obtain satisfactory performance of both missile designs.< <ETX xmlns:mml="http://www.w3.org/1998/Math/MathML" xmlns:xlink="http://www.w3.org/1999/xlink">></ETX>
8
Nonlinear systems and differential geometry
R. Brockett · Proceedings of the IEEE · 1976 · 217 citations