V.G. Feklin1, A.S. Zakharov2, I.D. Yastrebov3, A.M. Savchuk4
1,2 Financial University under the Government of the Russian Federation (Moscow, Russia)
2,4 Lomonosov Moscow State University (Moscow, Russia)
3 JSC V.V. Tikhomirov Scientific Research Institute of Instrument Design (Zhukovsky, Russia)
1 VFeklin@fa.ru, 2 zakharov.as17@physics.msu.ru, 3 ilyayastreb98@mail.ru, 4 savchuk@cosmos.msu.ru
To maintain the functioning of the centers at a sufficient level, it is necessary to choose the shortest path from the backup lines. However, in order to promptly take into account the dynamically changing situation when choosing the optimal data transmission path, it is necessary to use modern mathematical methods for finding the minimum path in the shortest possible time based on the Dijkstra algorithm with modifications. A model of the impact of destructive factors on the space monitoring center has been formalized. The most important factor was the incompleteness of information transmission due to interruptions of the information transmission line. As a result of the formalization of the problem of finding the minimum optical path, a modification of Dijkstra's algorithm is given, which allows, under a variety of conditions imposed on the network, to find the minimum information transmission path. The results of the study provide recommendations on the implementation of the modified Dijkstra algorithm for an intelligent decision support system for the space monitoring center in emergency situations.
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