American Journal of Mathematical and Computer Modelling
Volume 2, Issue 1, February 2017, Pages: 24-28
Received: Oct. 30, 2016;
Accepted: Dec. 17, 2016;
Published: Jan. 18, 2017
Views 3017 Downloads 113
Оlga М. Kucheryava, Educational and Research Institute of Computer Information Technologies, National Aviation University, Kyiv, Ukraine
The paper examines the functioning process of wireless communication channel. Queuing system with requests of complex structure and dispatching is used as a mathematic model. The paper provides the algorithm of statistical modelling of the system. The modelling considers the peculiar character where each request consists of a random number of operations with a random continuance.
Оlga М. Kucheryava,
Modeling of Data Transfer Process in Wireless Communication Channels, American Journal of Mathematical and Computer Modelling.
Vol. 2, No. 1,
2017, pp. 24-28.
Copyright © 2017 Authors retain the copyright of this article.
This article is an open access article distributed under the Creative Commons Attribution License (http://creativecommons.org/licenses/by/4.0/
) which permits unrestricted use, distribution, and reproduction in any medium, provided the original work is properly cited.
Primachenko V. I., and Storchak K. P., and Makarenko A. O. Mathematical modelling of wireless telecommunication systems. Tenth International Scientific Conference “Modern challenges in telecommunications”, Кiev, NTГГ “KPI”, 2016, pp. 230-232. (in Ukrainian).
Konovalchuk Y. S., and Bespalov O. G., and Shelkovnikov B. M. “Simulation wireless system at a frequency of 240 GHz”, Scientific notes Ukrainian Research Institute of Communications. 2015, №1, pp. 54-60. (in Ukrainian).
Dudykevych V., Mykytyn G., Rebets A., Banakh R., “System security model of wireless connection technologies: data encryption in WIMAX- systems”. Proceedings of the National University “Lvivska Politechnica”. Computer Systems and Networks. 2014, №806, pp. 49-56. (in Ukrainian).
William Stallings Modern computer networks. SPb, Piter, 2003, 783 p. (in Russian).
Bakulev P. A. Radar systems. Textbook for high schools. Radiotehnika, Moscow, 2004, 320 p. (in Russian).
V. G. Olifer, and N. A. Olifer, Computer Networks: Principles, Technologies and Protocols. SPb, Piter, 2010, 916 p. (in Russian).
O. M. Dyshliuk Unmanned Aerial Vehicle control algorithm using single-server queue system with a stream of complex structure requests. International Scientific Conference “Modern trends in system programming”, Кiev, NAU, 2013, P. 33. (in Ukrainian).
Elena V. Koba, and Olga N. Dyshliuk, “Estimating the overlapping probability for complex demands in queuing systems”, Cybernetics and Systems Analysis, vol. 46, pp. 506–511, May 2010.
Elena V. Koba, and Olga N. Dyshliuk, “Renewal type queues with a complex arrival process”, Journal of Automation and Information Sciences, vol. 42, pp. 48–54, 2010.
Olga N. Dyshliuk, and Elena V. Koba, and Svetlana V. Pustova, “Investigation of the distribution of waiting time in a queueing system with dual demands”, Journal of Automation and Information Sciences, vol. 43, pp. 10-18, 2011.
E. V. Koba, and I. N. Kovalenko “Ergodicity condition for a system with queueing and servicing of objects of complicated structure”, Cybernetics and Systems Analysis, vol. 43, pp. 625–628, September 2007.
Borovkov А. А. Ergodicity and stability of stochastic processes, Editorial URSS, Moscow, 1999, 440 p. (in Russian).
Koba E. V. “On a GI/G/1 retrial queueing system with a FIFO queueing discipline”, Theory of Stochastic Processes, 2002, 24. N8, pp. 201-207. (in Russian).
Koba E. V. “On the system of service GI/G/1 with the repetition of applications for maintenance in line order”, Dopovidi NAN Ukraine, 2000, № 6, pp. 101-103. (in Russian).
Kovalenko I. N., and Koba E. V., and Dyshliuk O. N. “Periodic discrete-time one-channel GI/G/1 retrial queuing system with FCFS service discipline”, Cybernetics and Systems Analysis, 2013, №4, pp. 578-583.