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DATA PROCESSING CENTER IN TRANSIENT MODE

Abstract

The article provides an investigation of transient (non-stationary) mode of data processing center (hereinafter- DPC). The center, subject to certain assumptions and conditions, is considered as a queuing system of M/M/1/∞ type. Numerical integration of Kolmogorov equations shows that the stationary mode is reached in 1,5 seconds after the start of operation.

About the Author

M. A. Zotova
JSC «Russian Railways»; Moscow State University of Railway Engineering (MIIT), Moscow
Russian Federation

1st category technologist at Design-Technological Bureau for Information Systems Development

Ph.D. student of department of Computer science at Russian Open Transport Academy



References

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2. Jianjun Zhou, Bin Liu. The existence and uniqueness of the solution for nonlinear Kolmogorov equations. Journal of Differential Equations. Vol. 53, Iss.11, 1 December 2012, pp.2873–2915.

3. Мак-Кракен Д., Дорн У. Численные методы и программирование на Фортране: Пер. с англ. – М.: Мир, 1977. – 584 с. McCracken, Daniel D., Dorn, William S. Numerical Methods and Fortran Programming [Russian title: Chislennye metody i programmirovanie na Fortrane]. Moscow, Mir publ., 1977, 584 p.

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Review

For citations:


Zotova M.A. DATA PROCESSING CENTER IN TRANSIENT MODE. World of Transport and Transportation. 2014;(6):28-32.

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ISSN 1992-3252 (Print)