Abstract
In this paper, the electrical signals coupled to the fields present in a medium voltage network are analyzed by the randomMarkov approach. This approach with the contribution of the “Yakam Matrix” is studied to establish the quantitative approximationsof the current I and the voltage V in non-steady state conditions in order to efficiently deduct the error percent between theexperimental and the simulated results. Also, the aim was to determine the functional constant with infinite duration through multivariablestabilization in commandability and controllability process. The development of the transition and observability matrices ofthe electrical signals behavior to establish the initialization’s system of Dirichlet is presented where the vector by the hidden Markovapproach revealed to be almost stable. The multiparameter analysis in non-steady state conditions is conducted to show the maximumprobability of the injected signals. The comparison of the experimental results with the simulation is presented with a 4% errorobtained by using MATLAB. Since the function current I(t) remains in (0 I 20)A conditions in case of phase disconnection.However, the application of the Markov random approach in electrical networks control modeling still require further studies andclarifications.
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