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POWER SYSTEM MANAGEMENT. AUTOMATION
Название Bottom-up approach to modeling power use in a coal mine
DOI 10.17580/gzh.2017.02.15
Автор Zakharova A. G.
Информация об авторе

Gorbachev Kuzbass State Technical University, Kemerovo, Russia:

A. G. Zakharova, Professor, Doctor of Engineering Sciences, zaharova8@gmail.com

Реферат

The author proposes to predict electric energy consumption in a coal mine using the botom-up flow modeling based on the hierarchy of constituents. At the top of the model hierarchy is a ‘system’ (coal mine) composed of lower scale objects or ‘subsystems’ (ensemble of mining equipment grouped based on a certain criterion, e.g. mining equipment of extraction panels, mining equipment of permanent roadways, etc.). The state of the object ‘system’ is described with a set of characteristics which assign admissible states for each ‘subsystem’. Each object ‘subsystem’ is composed of the objects of the next lower level of the hierarchy, and the state of each ‘subsystem’ is described with a set of characteristics which assign states for that lower level objects named ‘members’ (cutter–loaders, conveyors, main mine drainage pumps, reloaders, etc.). This problem is solved using one of the most promising methods for the numerical modeling of random processes – direct simulation Monte Carlo method. Mining equipment is a system possessing finite number of states, and each simulation of evolution of states uses the method of probabilistic automata to generate transitions between the states according to a certain pre-set rule. Using the Microsoft Solutions Framework, the programmable solution is constructed for the numerical modeling of the Markov processes of a system evolution under random impacts and is implemented as a stand-alone application for Windows XP based on Microsoft Visual Basic 10.0. The test of the programmable solution using an exactly solvable model of a machine operating cycle has shown that the resultant current average values otained to an accuracy not higher than 11% offer sufficient information on distribution of probabilities for the analyzed parameters of the system. The energy consumption regularities found for individual members, subsystems and the system–mine as a whole using the proposed model are applicable to solving problems of energy efficiency improvement both in the stage of mine design and under normal operation.

Ключевые слова Сoal mine, energy consumption, bottom-up approach, Monte Carlo method, Markov processes, energy characteristics.
Библиографический список

1. Vasilev D. A., Ivashchenko V. A., Lukyanov D. V. Forecast of active loads of industrial enterprises on the basis of sample identification. Izvestiya vysshikh uchebnykh zavedeniy. Problemy energetiki. 2011. No. 3-4. pp. 122–126.
2. Kazarinov L. S., Barbasova T. A., Kolesnikova O. V., Zakharova A. A. Method of industrial enterprise's power consumption forecasting. Vestnik Yuzhno-Uralskogo gosudarstvennogo universiteta. Seriya: Kompyuternye tekhnologii, upravlenie, radioelektronika. 2014. Vol. 14, No. 1. pp. 5–13.
3. Gabov V. V., Zadkov D. A. Energy-saving modular units for selective coal cutting. Eurasian Mining. 2016. No. 1. pp. 37–40. DOI: 10.17580/em.2016.01.06
4. Sinchuk O. N., Guzov E. S., Parkhomenko R. A.,Rozen V. P. Methods of calculation of electric power loads on mining companies. Izvestiya vysshikh uchebnykh zavedeniy. Gornyy zhurnal. 2013. No. 8. pp. 104–110.
5. Val P. V., Popov Yu. P. Concept of development of the forecasting system of industrial enterprise's power consumption in wholesale market conditions. Promyshlennaya energetika. 2011. No. 10. pp. 31–35.
6. Zakharova A. G. Regularities of power consumption on Kuzbass coal mines : thesis of inauguration of Dissertation ... of Doctor of Engineering Sciences. Kemerovo, 2006. 34 p.
7. Bogdanoff G., Kozin F. Probabilistic Models for Cumulative Damage. Translated from English. Moscow : Mir, 1989. 344 p.
8. Lantukh-Lyashchenko A. I. Refi ned estimate and researches of strain-stress state of beam during bend. Nauka i progress transporta. 2010. No. 33. pp. 150–154.
9. Uzagaliev Z. A. Probabilistic model of damage accumulation in the polymer high voltage insulation. Vestnik Kyrgyzskogo-Rossiyskogo Slavyanskogo universiteta. 2015. Vol. 15, No. 9. pp. 156–159.
10. Barash L. Yu., Shchur L. N. PRAND: GPU accelerated parallel random number generation library: Using most reliable algorithms and applying parallelism of modern GPUs and CPUs. Computer Physics Communications. 2014. Vol. 185, No. 4. pp. 1343–1353.
11. Gould H., Tobochnik J. Computer simulation in physics. Translated from English. In two volumes. Moscow : Mir, 1990. Volume 2. 398 p.
12. Barash L. Yu., Shchur L. N. RNGSSELIB: Program library for random number generation. More generators, parallel streams of random numbers and Fortran compability. Computer Physics Communications. 2013. Vol. 184, No. 10. pp. 2367–2369.
13. Stickler B., Schachinger E. Basic concepts in computational physics. 2nd edition. Switzerland : Springer International Publishing, 2016. 412 p.
14. Newman M. Computational physics. North Charleston : CreateSpace Independent Publishing Platform, 2012. 562 p.

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