Grouping оf Complexes оf Multiphase Queuing Systems

  • G.M. Zholtkevych V.N. Karazin Kharkiv National University, Kharkiv
  • Z.F. Nazyrov V.N. Karazin Kharkiv National University, Kharkiv
  • S.Y. Ignatov V.N. Karazin Kharkiv National University, Kharkiv
Keywords: automatic grouping, complexes classification, composition graph, multiphase queuing system

Abstract

     Issues of classification of the complexes of multiphase queuing system systems in correspondence with entrance-output correlations and automatic grouping of complexes by the analysis of the graph of final product composition is examined in this work.

Downloads

Download data is not yet available.

Metrics

Metrics Loading ...

References


1. APICS dictionary. Edit. Coh J. F., etc. American Production and Inventory Control Society. 1992. –54 p.
2. Uajt O. U. Upravlenije proizvodstvom i materijal'nymi zapasami v vek EVM. – M.: Progress. 1978. – C. 302.
3. SAP R/3 System. Function in detail. Material Management. Production Planning, SAP. 1994. //Upravlenije materjal'nymi potokami. Perevod na rus. jaz. 1996 g.
4. Chan F.T.S.1. Effect of kanban size on just-in-time manufacturing systems, Source: Journal of Materials Processing Technology. Volume 116. Number 2. Elsevier Science. 24 October 2001. – 146-160 p.
5. Chakravorty S. S., Atshaters, J. B. Bottleneck management: theory and practice. Production Planning and Control, Taylor and Francis Ltd. Volume 17, Number 5, July 2006. – R. 441-447.
6. Shu H.-H.; Jeh M.-L., A DBR scheduling method for manufacturing environments shith bottleneck re-entrant floshs. International Journal of Production Research, Taylor and Francis Ltd. Volume 44, Number 5, Number 5/1 March 2006. – R. 883-902.
7. Pegels C., Shatrous C. Application of the theory of constraints to a bottleneck operation in a manufacturing plant. Journal of Manufacturing Technology Management, Emerald Group Publishing Limited, Volume 16, Number 3, 2005, pp. 302-311(10)
8. Vyner N. Kybernetyka. – M., 1968. – 288 s.
9. Burkov V.N., Novikov D.A. Vvedenije v teoriju aktivnyh sistem. – M.: Sinteg, 1999. – 128 s.
10. Aoki N., Hiraide K. Topological Theory of Dynamical Systems. Amsterdam, Netherlands: North-Holland, 1994. – 424 p.
11. Ventcel' E. S., Issledovanie operacij. – M.: Sovetskoe radio, 1972. – 552 s.
12. Lukas V. A. Teorija avtomaticheskogo upravlenija. – M.: Nedra, 1990. – 416 s.
13. Organizacija, planirovanije i upravlenije predprijatijem mashynostroenija. – M.: Vysshaja shkola, 1979.
14. Kuprijanov E.M. Standartizacija i kachestvo promyshlennoj produkcii. – M.: Vysshaja shkola, 1985.
15. Organizacija, planirovanije i upravlenije predprijatijem radioelektronnoj apparatury. Pod red. I.E. Kuksina y S.V. Moiseeva. – M.: Mashinostroenije, 1979.
16. Dzhejms A. Universitet Juzhnoj Karoliny, Spartanburg. Moskva • Sankt-Peterburg • Kiev, 2004. – 252-264 ss.
17. Novikov F. A. Diskretnaja matematika dlja programmistov. – Piter, 2000. – S. 192-208.
Published
2009-12-09
Pages
044-056
How to Cite
ZholtkevychG., NazyrovZ., & IgnatovS. (2009). Grouping оf Complexes оf Multiphase Queuing Systems. Journal of Information Technologies in Education (ITE), (3), 044-056. https://doi.org/10.14308/ite000052