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Shchekutin N, Zobnin S, Overmeyer L, Shkodyrev V (2016). Mathematical methods for the configuration of transportation systems with a focus on continuous and modular matrix conveyors. Logistics Journal : Proceedings, Vol. 2016. (urn:nbn:de:0009-14-43702)

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%0 Journal Article
%T Mathematical methods for the configuration of transportation systems with a focus on continuous and modular matrix conveyors
%A Shchekutin, Nikita
%A Zobnin, Sergei
%A Overmeyer, Ludger
%A Shkodyrev, Vyacheslav
%J Logistics Journal : Proceedings
%D 2016
%V 2016
%N 05
%@ 2192-9084
%F shchekutin2016
%X The lack of flexibility in logistic systems currently on the market leads to the development of new innovative transportation systems. In order to find the optimal configuration of such a system depending on the current goal functions, for example minimization of transport times and maximization of the throughput, various mathematical methods of multi-criteria optimization are applicable. In this work, the concept of a complex transportation system is presented. Furthermore, the question of finding the optimal configuration of such a system through mathematical methods of optimization is considered.
%L 620
%K Intralogistics
%K Logistics
%K Logistik
%K material flow
%K material flow system
%K matrix conveyor
%K warehousing
%R 10.2195/lj_Proc_shchekutin_de_201605_01
%U http://nbn-resolving.de/urn:nbn:de:0009-14-43702
%U http://dx.doi.org/10.2195/lj_Proc_shchekutin_de_201605_01
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Bibtex

@Article{shchekutin2016,
  author = 	"Shchekutin, Nikita
		and Zobnin, Sergei
		and Overmeyer, Ludger
		and Shkodyrev, Vyacheslav",
  title = 	"Mathematical methods for the configuration of transportation systems with a focus on continuous and modular matrix conveyors",
  journal = 	"Logistics Journal : Proceedings",
  year = 	"2016",
  volume = 	"2016",
  number = 	"05",
  keywords = 	"Intralogistics; Logistics; Logistik; material flow; material flow system; matrix conveyor; warehousing",
  abstract = 	"The lack of flexibility in logistic systems currently on the market leads to the development of new innovative transportation systems. In order to find the optimal configuration of such a system depending on the current goal functions, for example minimization of transport times and maximization of the throughput, various mathematical methods of multi-criteria optimization are applicable. In this work, the concept of a complex transportation system is presented. Furthermore, the question of finding the optimal configuration of such a system through mathematical methods of optimization is considered.",
  issn = 	"2192-9084",
  doi = 	"10.2195/lj_Proc_shchekutin_de_201605_01",
  url = 	"http://nbn-resolving.de/urn:nbn:de:0009-14-43702"
}
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RIS

TY  - JOUR
AU  - Shchekutin, Nikita
AU  - Zobnin, Sergei
AU  - Overmeyer, Ludger
AU  - Shkodyrev, Vyacheslav
PY  - 2016
DA  - 2016//
TI  - Mathematical methods for the configuration of transportation systems with a focus on continuous and modular matrix conveyors
JO  - Logistics Journal : Proceedings
VL  - 2016
IS  - 05
KW  - Intralogistics
KW  - Logistics
KW  - Logistik
KW  - material flow
KW  - material flow system
KW  - matrix conveyor
KW  - warehousing
AB  - The lack of flexibility in logistic systems currently on the market leads to the development of new innovative transportation systems. In order to find the optimal configuration of such a system depending on the current goal functions, for example minimization of transport times and maximization of the throughput, various mathematical methods of multi-criteria optimization are applicable. In this work, the concept of a complex transportation system is presented. Furthermore, the question of finding the optimal configuration of such a system through mathematical methods of optimization is considered.
SN  - 2192-9084
UR  - http://nbn-resolving.de/urn:nbn:de:0009-14-43702
DO  - 10.2195/lj_Proc_shchekutin_de_201605_01
ID  - shchekutin2016
ER  -
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Wordbib

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ISI

PT Journal
AU Shchekutin, N
   Zobnin, S
   Overmeyer, L
   Shkodyrev, V
TI Mathematical methods for the configuration of transportation systems with a focus on continuous and modular matrix conveyors
SO Logistics Journal : Proceedings
PY 2016
VL 2016
IS 05
DI 10.2195/lj_Proc_shchekutin_de_201605_01
DE Intralogistics; Logistics; Logistik; material flow; material flow system; matrix conveyor; warehousing
AB The lack of flexibility in logistic systems currently on the market leads to the development of new innovative transportation systems. In order to find the optimal configuration of such a system depending on the current goal functions, for example minimization of transport times and maximization of the throughput, various mathematical methods of multi-criteria optimization are applicable. In this work, the concept of a complex transportation system is presented. Furthermore, the question of finding the optimal configuration of such a system through mathematical methods of optimization is considered.
ER
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Mods

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    <topic>Intralogistics</topic>
    <topic>Logistics</topic>
    <topic>Logistik</topic>
    <topic>material flow</topic>
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    <topic>matrix conveyor</topic>
    <topic>warehousing</topic>
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Full Metadata

Bibliographic Citation Logistics Journal : referierte Veröffentlichungen, Vol. 2016, Iss. 05
Title

Mathematical methods for the configuration of transportation systems with a focus on continuous and modular matrix conveyors (eng)
Author Nikita Shchekutin, Sergei Zobnin, Ludger Overmeyer, Vyacheslav Shkodyrev
Language eng
Abstract The lack of flexibility in logistic systems currently on the market leads to the development of new innovative transportation systems. In order to find the optimal configuration of such a system depending on the current goal functions, for example minimization of transport times and maximization of the throughput, various mathematical methods of multi-criteria optimization are applicable. In this work, the concept of a complex transportation system is presented. Furthermore, the question of finding the optimal configuration of such a system through mathematical methods of optimization is considered. Der Mangel an Flexibilität bei heutigen Logistiksystemen führt zur Entwicklung von neuartigen Fördersystemen. Um die optimale Konfiguration der Systeme anhand aktueller Zielfunktionen, wie beispielsweise Minimierung von Transportzeiten und Maximierung des Durchsatzes, herauszufinden, sind verschiedene mathematische Ansätze zur simultanen Optimierung verschiedener Kriterien anwendbar. In dieser Arbeit wird das Konzept für ein komplexes Materialflusssystemvorgestellt. Außerdem wird die Frage nach einer Konfigu-rierung solcher Systeme durch mathematische Optimierungsmethoden betrachtet.
Subject Intralogistics, Logistics, Logistik, material flow, material flow system, matrix conveyor, warehousing
DDC 620
Rights fDPPL
URN: urn:nbn:de:0009-14-43702
DOI https://doi.org/10.2195/lj_Proc_shchekutin_de_201605_01