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Overload Management Through Selective Data Dropping

Identifieur interne : 003A34 ( Hal/Corpus ); précédent : 003A33; suivant : 003A35

Overload Management Through Selective Data Dropping

Auteurs : Flavia Felicioni ; Ning Jia ; Françoise Simonot-Lion ; Ye-Qiong Song

Source :

RBID : Hal:inria-00433112

Abstract

During system and network overload periods, excessive delay or even data loss may occur. To maintain the quality of control of an NCS, the implementation system (including both computer and network) overload must be correctly handled. In this chapter, as an alternative to the explicit sampling period adjustment, we present an indirect sampling period adjustment approach which is based on selective sampling data dropping according to the (m, k)-firm model. The interest of this alternative is its easy implementation despite having less adjustment quality, since only the multiples of the basic sampling period can be exploited. Upon overload detection, the basic idea is to selectively drop some samples according to the (m, k)-firm model to avoid long consecutive data drops. The consequence is that the shared network and processor will be less loaded. However, the control stability and performance must still be maintained to an acceptable level. This can be achieved by keeping either the total control tasks on a same processor or the messages sharing a same network bandwidth schedulable under the (m, k)-firm constraint.

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<div type="abstract" xml:lang="en">During system and network overload periods, excessive delay or even data loss may occur. To maintain the quality of control of an NCS, the implementation system (including both computer and network) overload must be correctly handled. In this chapter, as an alternative to the explicit sampling period adjustment, we present an indirect sampling period adjustment approach which is based on selective sampling data dropping according to the (m, k)-firm model. The interest of this alternative is its easy implementation despite having less adjustment quality, since only the multiples of the basic sampling period can be exploited. Upon overload detection, the basic idea is to selectively drop some samples according to the (m, k)-firm model to avoid long consecutive data drops. The consequence is that the shared network and processor will be less loaded. However, the control stability and performance must still be maintained to an acceptable level. This can be achieved by keeping either the total control tasks on a same processor or the messages sharing a same network bandwidth schedulable under the (m, k)-firm constraint.</div>
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<forename type="first">Flavia</forename>
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<forename type="first">Ye-Qiong</forename>
<surname>Song</surname>
</persName>
<email>song@loria.fr</email>
<idno type="halAuthorId">64526</idno>
<affiliation ref="#struct-2406"></affiliation>
</author>
</analytic>
<monogr>
<title level="m">Co-design Approaches - Dependable Networked Control Systems</title>
<editor>Christophe Aubrun, Daniel Simon, Ye-Qiong Song</editor>
<imprint>
<publisher>ISTE - John Wiley</publisher>
<biblScope unit="pp">187-224</biblScope>
<date type="datePub">2010-03</date>
</imprint>
</monogr>
</biblStruct>
</sourceDesc>
<profileDesc>
<langUsage>
<language ident="en">English</language>
</langUsage>
<textClass>
<keywords scheme="author">
<term xml:lang="it">control</term>
<term xml:lang="it">supervision</term>
<term xml:lang="it">diagnostic co-design</term>
<term xml:lang="it">scheduling</term>
<term xml:lang="it">(m</term>
<term xml:lang="it">k)-firm</term>
</keywords>
<classCode scheme="halDomain" n="info.info-oh">Computer Science [cs]/Other [cs.OH]</classCode>
<classCode scheme="halTypology" n="COUV">Book section</classCode>
</textClass>
<abstract xml:lang="en">During system and network overload periods, excessive delay or even data loss may occur. To maintain the quality of control of an NCS, the implementation system (including both computer and network) overload must be correctly handled. In this chapter, as an alternative to the explicit sampling period adjustment, we present an indirect sampling period adjustment approach which is based on selective sampling data dropping according to the (m, k)-firm model. The interest of this alternative is its easy implementation despite having less adjustment quality, since only the multiples of the basic sampling period can be exploited. Upon overload detection, the basic idea is to selectively drop some samples according to the (m, k)-firm model to avoid long consecutive data drops. The consequence is that the shared network and processor will be less loaded. However, the control stability and performance must still be maintained to an acceptable level. This can be achieved by keeping either the total control tasks on a same processor or the messages sharing a same network bandwidth schedulable under the (m, k)-firm constraint.</abstract>
</profileDesc>
</hal>
</record>

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