Application the Queuing Theory in the Warehouse Optimization
The aim of optimization of store management is not
only designing the situation of store management itself including its
equipment, technology and operation. In optimization of store
management we need to consider also synchronizing of
technological, transport, store and service operations throughout the
whole process of logistic chain in such a way that a natural flow of
material from provider to consumer will be achieved the shortest
possible way, in the shortest possible time in requested quality and
quantity and with minimum costs. The paper deals with the
application of the queuing theory for optimization of warehouse
processes. The first part refers to common information about the
problematic of warehousing and using mathematical methods for
logistics chains optimization. The second part refers to preparing a
model of a warehouse within queuing theory. The conclusion of the
paper includes two examples of using queuing theory in praxis.
[1] Camaj, J., Dolinayova, A., Lalinska, J., Bariak, M.: The Technological
Problem of Simulation of the Logistics Centre. IN: ICLT 2015 : 17th
International Conference on Logistics and Transportation on April, 8-9,
2015 at Dubai, UAE. World Academy of Science, Engineering and
Technology, International Science Index, Economics and Management
Engineering, eISSN: 1307-6892, p. 2613-2617.
[2] Camaj, J., Lalinska, J., Masek, J.: Simulations of continental logistics
centre from the perspective of technologist. IN: ICIMSA 2014
International Conference on Industrial Engineering, Management
Science and Applications 2014. Proceeding book of conference. Beijing:
IEEE, 2014. p. 305-308.. ISBN 978-1-4799-6541-0.
[3] Camaj J, Dolinayova, A,: The organization of the wagon flows with
respect to the economic criteria of railways companies. In: LOGI 2011:
12th international scientific conference, November 24th, 2011 in
Pardubice. Czech Republic - ISBN 978-80-263-0094-6. p. 140-148.
[4] Gašparik, J., Meško, P., Zitrický, V.: Role of rail cargo companies in
logistic chains. In: Railway logistics and rail cargo: proceedings of the
5th SoNorA University Think Tank Conference: 17th of June 2010,
(Erfurt). Erfurt: Institut Verkehr und Raum der Fachhochschule Erfurt,
2010. S. 19-26. ISSN 1868-8411.
[5] Sztrik, J.: Basic Queueing Theory University of Debrecen, Faculty of
Informatics,
[6] Kendra M., Lalinska J., Camaj, J.: Optimization of transport and
logistics processes by simulation. In: ISTEC: 3rd international science,
technology and engineering conference, December 13-14-15, 2012,
Dubai, United Arab Emirates (UAE). - ISSN 2116-7383. - p. 886-892.
[7] Klapita, V., Mašek, J.: Processes solution in the warehouse by the
queueing theory application. In: Horizons of railway transport: scientific
papers. Vol. 3, no. 1 (2012), s. 64-69. ISSN 1338-287X.
[8] Mašek, J., Zitrický, V.: Systematic design of stores as part of the
logistics, In: LOGI 2010: 11th international scientific conference,
November 19th, 2010, Pardubice, Czech Republic, Brno: Tribun EU,
2010. ISBN 978-80-7399-205-7.
[9] Sundarapandian, V. "7. Queueing Theory". Probability, Statistics and
Queueing Theory. PHI Learning (2009). ISBN 8120338448.
[10] Beasley, J. E.: Operations research - notes. Brunel University, West
London. http://people.brunel.ac.uk/~mastjjb/jeb/or/contents.html
[11] Penttinen A.: Chapter 8 – Queueing Systems, Lecture Notes: S-38.145 -
Introduction to Teletraffic Theory.
[12] Harchol-Balter, M.: Scheduling: Non-Preemptive, Size-Based Policies.
Performance Modeling and Design of Computer Systems. (2012) p. 499.
[1] Camaj, J., Dolinayova, A., Lalinska, J., Bariak, M.: The Technological
Problem of Simulation of the Logistics Centre. IN: ICLT 2015 : 17th
International Conference on Logistics and Transportation on April, 8-9,
2015 at Dubai, UAE. World Academy of Science, Engineering and
Technology, International Science Index, Economics and Management
Engineering, eISSN: 1307-6892, p. 2613-2617.
[2] Camaj, J., Lalinska, J., Masek, J.: Simulations of continental logistics
centre from the perspective of technologist. IN: ICIMSA 2014
International Conference on Industrial Engineering, Management
Science and Applications 2014. Proceeding book of conference. Beijing:
IEEE, 2014. p. 305-308.. ISBN 978-1-4799-6541-0.
[3] Camaj J, Dolinayova, A,: The organization of the wagon flows with
respect to the economic criteria of railways companies. In: LOGI 2011:
12th international scientific conference, November 24th, 2011 in
Pardubice. Czech Republic - ISBN 978-80-263-0094-6. p. 140-148.
[4] Gašparik, J., Meško, P., Zitrický, V.: Role of rail cargo companies in
logistic chains. In: Railway logistics and rail cargo: proceedings of the
5th SoNorA University Think Tank Conference: 17th of June 2010,
(Erfurt). Erfurt: Institut Verkehr und Raum der Fachhochschule Erfurt,
2010. S. 19-26. ISSN 1868-8411.
[5] Sztrik, J.: Basic Queueing Theory University of Debrecen, Faculty of
Informatics,
[6] Kendra M., Lalinska J., Camaj, J.: Optimization of transport and
logistics processes by simulation. In: ISTEC: 3rd international science,
technology and engineering conference, December 13-14-15, 2012,
Dubai, United Arab Emirates (UAE). - ISSN 2116-7383. - p. 886-892.
[7] Klapita, V., Mašek, J.: Processes solution in the warehouse by the
queueing theory application. In: Horizons of railway transport: scientific
papers. Vol. 3, no. 1 (2012), s. 64-69. ISSN 1338-287X.
[8] Mašek, J., Zitrický, V.: Systematic design of stores as part of the
logistics, In: LOGI 2010: 11th international scientific conference,
November 19th, 2010, Pardubice, Czech Republic, Brno: Tribun EU,
2010. ISBN 978-80-7399-205-7.
[9] Sundarapandian, V. "7. Queueing Theory". Probability, Statistics and
Queueing Theory. PHI Learning (2009). ISBN 8120338448.
[10] Beasley, J. E.: Operations research - notes. Brunel University, West
London. http://people.brunel.ac.uk/~mastjjb/jeb/or/contents.html
[11] Penttinen A.: Chapter 8 – Queueing Systems, Lecture Notes: S-38.145 -
Introduction to Teletraffic Theory.
[12] Harchol-Balter, M.: Scheduling: Non-Preemptive, Size-Based Policies.
Performance Modeling and Design of Computer Systems. (2012) p. 499.
@article{"International Journal of Business, Human and Social Sciences:71191", author = "Jaroslav Masek and Juraj Camaj and Eva Nedeliakova", title = "Application the Queuing Theory in the Warehouse Optimization", abstract = "The aim of optimization of store management is not
only designing the situation of store management itself including its
equipment, technology and operation. In optimization of store
management we need to consider also synchronizing of
technological, transport, store and service operations throughout the
whole process of logistic chain in such a way that a natural flow of
material from provider to consumer will be achieved the shortest
possible way, in the shortest possible time in requested quality and
quantity and with minimum costs. The paper deals with the
application of the queuing theory for optimization of warehouse
processes. The first part refers to common information about the
problematic of warehousing and using mathematical methods for
logistics chains optimization. The second part refers to preparing a
model of a warehouse within queuing theory. The conclusion of the
paper includes two examples of using queuing theory in praxis.
", keywords = "Queuing theory, logistics system, mathematical
methods, warehouse optimization.", volume = "9", number = "11", pages = "3744-5", }
