The control safety of airborne local network in the information and calculating system of air cluster
DOI:
https://doi.org/10.18372/2410-7840.17.9787Keywords:
aviation airborne network, the Kolmogorov – Chapman equations, Markov process, birth and death process.Abstract
The problem of stability of functioning of aviation airborne networks in the area of air cluster stands especially sharply in connection with the necessity of the absolute providing of safety of flights, exception of flying incidents and pre-conditions to them. This problem is aggravated from the continuous change of network structure are one airplanes as network elements are included in the area of responsibility of air cluster, other go out. This process is substantially non-stationary. For providing of safety of network at presence of external and internal preventing influences it is necessary not simply to promote power and information resources, but apply the optimum methods of control of reconfiguration of network. The mathematical models of Markov birth and death processes with non-stationary probabilities of transition are offered in work, which current status of local aviation airborne network of air cluster is described. The system of the Kolmogorov – Chapman equations for non-stationary probabilities of the state of network is eaten away. The method of Gaussian approximation of distributing of co-ordinates of the system in state space is appliedReferences
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