Authors:
Shuzhi Sam Ge,
Guangyu Zhou,
Volume: 1, Page 1445 Paper number 1333
Abstract:
In this paper, the stabilization problem is investigated for dynamic
nonholonomic systems with unknown inertia parameters and disturbances.
Firstly, the nonholonomic kinematic subsystem is transformed into a
skew-symmetric form and the properties of the overall systems are discussed.
Then, a robust adaptive controller is presented where adaptive control
technique is used to compensate for the parametric uncertainties and
sliding mode control is to suppress the bounded disturbances. The controller
guarantees the outputs of the dynamic subsystem to track some bounded
auxiliary signals which subsequently drive the kinematic subsystem
to the origin. Simulation study on the control of a unicycle wheeled
mobile robot shows the effectiveness of the proposed approach.
Authors:
Haomin Lin,
John E. McInroy,
Volume: 1, Page 1451 Paper number 1908
Abstract:
This paper combines an adaptive sinusoidal disturbance cancellation
scheme with linear pointing control techniques. The approach utilizes
a six--axis active platform to reject disturbances with a large sinusoidal
component, which could be caused by a noisy host or target. Since often
the frequency of the sinusoidal disturbance can not be precisely known,
a Phase Locked Loop(PLL) algorithm is used to catch the frequency,
and a method for PLL design is developed. Experimental results on
the UW (University of Wyoming) hexapod demonstrate a 50--fold decrease
in pointing errors due to the monotone disturbance.
Authors:
Yoshihiko Miyasato,
Volume: 1, Page 1453 Paper number 22
Abstract:
A new class of adaptive nonlinear H-infinity control systems for processes
with bounded variations of parameters, is proposed in this manuscript.
Those control schemes are derived as solutions of particular nonlinear
H-infinity control problems, where unknown system parameters are regarded
as exogenous disturbances to the processes, and thus, in the resulting
control systems, the L2 gains from system parameters to generalized
outputs are made less than the prescribed positive constants. It is
shown that the proposed control strategy can be applied to any time-varying
(and even time invariant) systems, and the resulting control systems
are bounded for arbitrarily large but bounded variations of time-varying
parameters. Also, the control schemes are shown to be sub-optimal to
some H-infinity cost functionals (or certain differential games), when
the high-frequency gains are time-invariant. Even if that condition
does not hold, the boundedness of overall systems is assured and the
L2 gains f
Authors:
Chun-Yi Su,
YongHong Tan,
Y. Stepanenko,
Volume: 1, Page 1459 Paper number 113
Abstract:
This paper deals with adaptive control of a class of nonlinear dynamic
systems preceded by unknown backlash-like hysteresis nonlinearities,
where the hysteresis is modeled by a differential equation. By exploiting
solution properties of the differential equation and combining those
properties with adaptive control techniques, a robust adaptive control
algorithm is developed without constructing a hysteresis inverse. The
new control law ensures global stability of the adaptive system and
achieves both stabilization and tracking to within a desired precision.
Simulations performed on a nonlinear system illustrate and clarify
the approach.
Authors:
Miguel Ríos-Bolívar,
Vivian Acosta-Contreras,
Hebertt Sira-Ramírez,
Volume: 1, Page 1465 Paper number 2133
Abstract:
We propose in this work an adaptive passivation procedure for affine
nonlinear systems with constant but unknown parameters, which is achievable
through an adaptive state-dependent input coordinate transformation.
The unknown parameters are assumed to enter linearly into the drift
vector fields of the dynamic equations defining the nonlinear system.
It is shown that the update law designed for the unknown parameters
qualifies as a force which does not work in the context of a general
passivity canonical form for nonlinear systems. The design of passivity-based
controllers, via energy shaping and damping injection, is addressed
and an application of this approach for the adaptive stabilization
of a gravity-tank/pipe system is also considered.
Authors:
Jin Young Choi,
Dongkyoung Chwa,
Volume: 1, Page 1471 Paper number 1643
Abstract:
This paper presents an adaptive control against uncertainties in tail-controlled
STT (Skid-to-Turn) missiles. First, we derive an analytic uncertainty
model from a parametric affine missile model developed by the authors.
Based on this analytic model, an adaptive feedback linearizing control
law accompanied by a sliding mode control law is proposed. We provide
analyses of stability and output tracking performance of the overall
adaptive missile system. The performance and validity of the proposed
adaptive control scheme is demonstrated by simulation.
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