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Nonlinear PID control with partial state knowledge: Damping without derivatives
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DOI：10.1177/02783640022067120.png)
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Abstract
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Nonlinear PID (NPID) control is implemented by allowing the controller gains to vary as a function of system state. NPID control has been previously described and implemented, and recently a constructive Lyapunov stability proof has been given. The controllers arising with the constructive Lyapunov method will in general depend on knowledge of the full state vector. In the present work, NPID controllers that operate without knowledge of some state variables are demonstrated A general but conservative design method is presented with an experimental demonstration. Fora special case, complete necessary and sufficient conditions are established;for this case, simulation of a robotic force control application demonstrates well-damped control with no requirement for a force-rare signal. The extension to cases of partial stare knowledge is important for NPID control, which is most practical when some stare variables-particularly rare variables-are poorly known, confounding full-state feedback or other high-damping linear control designs. Extension of NPID control to MIMO systems and computed torque control is also shown.
Keywords:
nonlinear control
nonlinear feedback
linear systems
robotic force control
Lyapunov stability
partial state feedback
MIMO systems
computed torque control
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