Air Transport Service in Academic Research at Polish Airports

Tłoczyński, Dariusz

doi:10.1007/978-3-319-43991-4_3

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Analysis Of the Readiness Of A Cessna 150 Aircraft To Perform A Training Task1

Smoluchowski-chapman-kolmogorov Equation1

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2019

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Cited by 2 publications

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“…After approximately 30 days, this probability reaches a constant level (known as the threshold probability) of approximately 23%. The probability of an aircraft being in a flight condition increases within 30 The probability of being in the interstate service state of approximately 9% has been obtained. It shows that the probability of the aircraft in the pre-flight service state is decreasing, while the probability of the aircraft in the afterflight service state is increasing.…”

Section: Analysis Of the Readiness Of A Cessna 150 Aircraft To Perform A Training Taskmentioning

confidence: 91%

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Analysis of the operation process of a training aircraft-Cessna 150

et al. 2019

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The method of the stochastic Markov process used for the analysis of operation of a training aircraft-Cessna 150 was presented in the article. In this article, the time changing probability of readiness was determined on the basis of knowledge of the current aircraft operation. Markov stochastic processes have been used as a model to determine aircraft-Cessna 150 readiness for specific tasks. In order to determine the readiness, the probability of being in one of the investigated states is determined. The analysed states included: standby, pre-flight service, flight, interstate service, after-flight service and hangar service.

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Section: Analysis Of the Readiness Of A Cessna 150 Aircraft To Perform A Training Taskmentioning

confidence: 91%

“…The elements of the Λ = λ i j ; i, j ∈ S transition rate matrix the following probabilistic interpretation may be given [28][29][30]:…”

Section: Smoluchowski-chapman-kolmogorov Equationmentioning

confidence: 99%