Mathematical Methods for Optimizing Maintenance Processes. Practical Classes
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Date
2021-02-10
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National Aviation University
Abstract
Mathematical methods of aircraft maintenance processes optimization are considered in the terms of the optimization practical aspects. Namely, it deals with the simplest methods related to the function optimization problems, as well as more complex methods related to the functional optimization. Applied aspects of optimization in application to the problems of the aircraft maintenance are also offered. Designed for the 5th year students majoring in 272 "Air Transport".
Description
According to the given sources, the applied aspects of optimization are proposed in the context of maintenance, maintenance and repair of aircraft, support of airworthiness of aircraft, their reliability and reliability of functional systems, diagnostics, the relationship between parameters and indicators. Optimization is considered as finding the best, in a certain sense, solution in the terms of requirements. There are two main aspects of optimization, namely: first, the solution of specific practical problems, such as finding optimal conditions for the technological process of aircraft maintenance, and; secondly, finding theoretical regularities obtained as optimal solutions under the given conditions or preconditions. Naturally, in both cases the similar methods of constructing computational algorithms and mathematical apparatus are used, the study of which is the subject of this discipline.
Keywords
method, optimization, process, maintenance, function, functional, extremum, minimum, maximum, extremal, reliability, aviation, engineering, technology, engine, system, failure, risk, diagnostics, gradient
Citation
Goncharenko A. V. Mathematical Methods for Optimizing Maintenance Processes. Practical Classes [video] / A. V. Goncharenko // National Aviation University. – 10 February, 2021. – 42:53 minutes.