Some Results On The Modelling Of TSS Manufacturing Lines

This paper deals with the modelling of a particular class of manufacturing lines, governed by a decentralised control strategy so that they balance themselves. Such lines are known as “bucket brigades” and also as “TSS lines”, after their first implementation, at Toyota, in the 70’s. A first study o...

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Main Authors: Viorel MÎNZU, Antoneta BRATCU
Format: Article
Language:English
Published: Universitatea Dunarea de Jos 2000-12-01
Series:Analele Universităţii "Dunărea de Jos" Galaţi: Fascicula III, Electrotehnică, Electronică, Automatică, Informatică
Subjects:
Online Access:http://www.ann.ugal.ro/eeai/archives/l7.pdf
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spelling doaj-fe23c750a9da4de690efb511e6751edf2020-11-24T20:55:59ZengUniversitatea Dunarea de JosAnalele Universităţii "Dunărea de Jos" Galaţi: Fascicula III, Electrotehnică, Electronică, Automatică, Informatică1221-454X2000-12-01200014047Some Results On The Modelling Of TSS Manufacturing Lines Viorel MÎNZUAntoneta BRATCUThis paper deals with the modelling of a particular class of manufacturing lines, governed by a decentralised control strategy so that they balance themselves. Such lines are known as “bucket brigades” and also as “TSS lines”, after their first implementation, at Toyota, in the 70’s. A first study of their behaviour was based upon modelling as stochastic dynamic systems, which emphasised, in the frame of the so-called “Normative Model”, a sufficient condition for self-balancing, that means for autonomous functioning at a steady production rate (stationary behaviour). Under some particular conditions, a simulation analysis of TSS lines could be made on non-linear block diagrams, showing that the state trajectories are piecewise continuous in between occurrences of certain discrete events, which determine their discontinuity. TSS lines may therefore be modelled as hybrid dynamic systems, more specific, with autonomous switching and autonomous impulses (jumps). A stability analysis of such manufacturing lines is allowed by modelling them as hybrid dynamic systems with discontinuous motions.http://www.ann.ugal.ro/eeai/archives/l7.pdfproduction systemsself-organising systemshybrid dynamic systemsconvergence analysis
collection DOAJ
language English
format Article
sources DOAJ
author Viorel MÎNZU
Antoneta BRATCU
spellingShingle Viorel MÎNZU
Antoneta BRATCU
Some Results On The Modelling Of TSS Manufacturing Lines
Analele Universităţii "Dunărea de Jos" Galaţi: Fascicula III, Electrotehnică, Electronică, Automatică, Informatică
production systems
self-organising systems
hybrid dynamic systems
convergence analysis
author_facet Viorel MÎNZU
Antoneta BRATCU
author_sort Viorel MÎNZU
title Some Results On The Modelling Of TSS Manufacturing Lines
title_short Some Results On The Modelling Of TSS Manufacturing Lines
title_full Some Results On The Modelling Of TSS Manufacturing Lines
title_fullStr Some Results On The Modelling Of TSS Manufacturing Lines
title_full_unstemmed Some Results On The Modelling Of TSS Manufacturing Lines
title_sort some results on the modelling of tss manufacturing lines
publisher Universitatea Dunarea de Jos
series Analele Universităţii "Dunărea de Jos" Galaţi: Fascicula III, Electrotehnică, Electronică, Automatică, Informatică
issn 1221-454X
publishDate 2000-12-01
description This paper deals with the modelling of a particular class of manufacturing lines, governed by a decentralised control strategy so that they balance themselves. Such lines are known as “bucket brigades” and also as “TSS lines”, after their first implementation, at Toyota, in the 70’s. A first study of their behaviour was based upon modelling as stochastic dynamic systems, which emphasised, in the frame of the so-called “Normative Model”, a sufficient condition for self-balancing, that means for autonomous functioning at a steady production rate (stationary behaviour). Under some particular conditions, a simulation analysis of TSS lines could be made on non-linear block diagrams, showing that the state trajectories are piecewise continuous in between occurrences of certain discrete events, which determine their discontinuity. TSS lines may therefore be modelled as hybrid dynamic systems, more specific, with autonomous switching and autonomous impulses (jumps). A stability analysis of such manufacturing lines is allowed by modelling them as hybrid dynamic systems with discontinuous motions.
topic production systems
self-organising systems
hybrid dynamic systems
convergence analysis
url http://www.ann.ugal.ro/eeai/archives/l7.pdf
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