Jury and Pavlidis have shown that sampled-data systems have three critical stability boundaries. These boundaries are described here in a Poisson series form. For systems with uncertain physical parameters the exponential parameter dependency in the characteristic polynomial is thus avoided. For low passplants a simple approximation can be obtained from the first term of the series. The approach is applied to automatic steering of a bus with uncertain velocity and mass
International audienceThis article proposes a novel approach to assess the exponential stability of ...
International audienceThis paper determines an explicit upper bound to the norm of any given degree ...
Computer controlled systems are being widely used in industry. This has been made possible by the ra...
Jury and Pavlidis have shown that sampled-data systems have three critical stability boundaries. Th...
When a linear plant model is discretized for digital control, then uncertain physical plant paramete...
Uncertain physical parameters of a continuous-time plant enter exponentially into the characteristic...
The authors present robust stability bounds for sampled data systems. The bounds are derived for the...
The authors present robust stability bounds for sampled data systems. The bounds are derived for the...
The authors present robust stability bounds for sampled data systems. The bounds are derived for the...
Uncertainties in a plant's dynamics and in its input and output channels make it difficult for a con...
In this dissertation, the robust stability issues for uncertain discrete-time and sampled-data contr...
International audienceThis work presents a control design method for linear sampled-data systems who...
Abstract: This paper is concerned with robust performance analysis of sampled-data systems. In parti...
International audienceThis work proposes a new approach to asses stability of sampled-data controlle...
Peer Reviewedhttp://deepblue.lib.umich.edu/bitstream/2027.42/57857/1/RobStabSampDataSCL1989.pd
International audienceThis article proposes a novel approach to assess the exponential stability of ...
International audienceThis paper determines an explicit upper bound to the norm of any given degree ...
Computer controlled systems are being widely used in industry. This has been made possible by the ra...
Jury and Pavlidis have shown that sampled-data systems have three critical stability boundaries. Th...
When a linear plant model is discretized for digital control, then uncertain physical plant paramete...
Uncertain physical parameters of a continuous-time plant enter exponentially into the characteristic...
The authors present robust stability bounds for sampled data systems. The bounds are derived for the...
The authors present robust stability bounds for sampled data systems. The bounds are derived for the...
The authors present robust stability bounds for sampled data systems. The bounds are derived for the...
Uncertainties in a plant's dynamics and in its input and output channels make it difficult for a con...
In this dissertation, the robust stability issues for uncertain discrete-time and sampled-data contr...
International audienceThis work presents a control design method for linear sampled-data systems who...
Abstract: This paper is concerned with robust performance analysis of sampled-data systems. In parti...
International audienceThis work proposes a new approach to asses stability of sampled-data controlle...
Peer Reviewedhttp://deepblue.lib.umich.edu/bitstream/2027.42/57857/1/RobStabSampDataSCL1989.pd
International audienceThis article proposes a novel approach to assess the exponential stability of ...
International audienceThis paper determines an explicit upper bound to the norm of any given degree ...
Computer controlled systems are being widely used in industry. This has been made possible by the ra...