Abstract—Nonlinear H ∞ control is considered for uncertain nonholonomic systems with external disturbances in their chained form kinematic models. State feedback controllers are explicitly constructed to guarantee an L2 gain performance from the disturbance to the system output. Without the presence of the disturbance, the system states are regulated to the origin. Recent results in robust and adaptive control of uncertain nonholonomic systems are extended to include external disturbance inputs. A simulation example shows the effectiveness of the proposed control schemes. Index Terms—Nonlinear control, nonholonomic systems, back-stepping, disturbance attenuation, L2 gain. 1
This paper considers robust performance analysis and H ∞ controller design for a class of systems wi...
A theoretical framework is established for the control of nonholonomic dynamic systems, i.e., dynami...
In this paper, an adaptive tracking control scheme is proposed for a class of uncertain systems with...
Abstract—NonlinearH ∞ control is considered for uncertain nonholonomic systems with external disturb...
Abstract A summary of recent developments concerning robust stabilization problems for the nonholono...
In this paper we employ two adaptive strategies for motion control of uncertain nonholonomic mechani...
In this article, the stabilization problem is investigated for dynamic nonholonomic systems with unk...
In this paper, the stabilization problem of nonholonomic chained-form systems is addressed with unce...
The problem of controlling nonholonomic systems via dynamic state feedback and its structural aspect...
This paper presents a theoretical framework for nonregular feedback linearization and stabilization ...
The problem of stabilization of a class of nonholonomic systems that can be transformed into chained...
This paper presents an adaptive control strategy for a class of nonholonomic systems in chained form...
Abstract — This paper addresses the choice of the control horizon in a Nonlinear Model Predictive Co...
The authors introduce a nilpotent form, called a chained form, for nonholonomic control systems. For...
In this paper we study the tracking problem for the class of non-holonomic systems in chained form. ...
This paper considers robust performance analysis and H ∞ controller design for a class of systems wi...
A theoretical framework is established for the control of nonholonomic dynamic systems, i.e., dynami...
In this paper, an adaptive tracking control scheme is proposed for a class of uncertain systems with...
Abstract—NonlinearH ∞ control is considered for uncertain nonholonomic systems with external disturb...
Abstract A summary of recent developments concerning robust stabilization problems for the nonholono...
In this paper we employ two adaptive strategies for motion control of uncertain nonholonomic mechani...
In this article, the stabilization problem is investigated for dynamic nonholonomic systems with unk...
In this paper, the stabilization problem of nonholonomic chained-form systems is addressed with unce...
The problem of controlling nonholonomic systems via dynamic state feedback and its structural aspect...
This paper presents a theoretical framework for nonregular feedback linearization and stabilization ...
The problem of stabilization of a class of nonholonomic systems that can be transformed into chained...
This paper presents an adaptive control strategy for a class of nonholonomic systems in chained form...
Abstract — This paper addresses the choice of the control horizon in a Nonlinear Model Predictive Co...
The authors introduce a nilpotent form, called a chained form, for nonholonomic control systems. For...
In this paper we study the tracking problem for the class of non-holonomic systems in chained form. ...
This paper considers robust performance analysis and H ∞ controller design for a class of systems wi...
A theoretical framework is established for the control of nonholonomic dynamic systems, i.e., dynami...
In this paper, an adaptive tracking control scheme is proposed for a class of uncertain systems with...