Symmetrical solution for a reliability problem within the multi-optional uncertainty degree evaluation doctrine
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Date
2019-04-23
Authors
Journal Title
Journal ISSN
Volume Title
Publisher
National Aviation University
Abstract
The fifth part of the generalization for the degrading state maximal probability determination in the framework of the hybrid-optional functions entropy conditional
optimality doctrine initiated in the preceding reports was presented in the given
report. The issue will be continued with a following sequence of reports.
Description
It is visible that intensities of 12 and 10 do not calibrate the optimal options’ dispositions. In that particular case, none of the flows from the state “1” is taken into account. The solutions in the view of either equation (1) or its symmetrical
reflection solution as equation (5) are the general ones. That is, the partial cases are obtained from them.
Objective functional for procedures (1)-(6), like proposed in references [8-16],
is as follows [8-10, p. 35, (55)], [11, p. 90, (11)] and expressed with formula (7):
Keywords
aircraft, maintenance
Citation
Goncharenko A. V. Symmetrical solution for a reliability problem within the multi-optional uncertainty degree evaluation doctrine / A. V. Goncharenko // Матеріали XIV міжнародної науково-технічної конференції “АВІА-2019”. (23-25 квітня 2019 р., Київ). – К.: НАУ, 2019. – pp. 17.1-17.5.