MATHEMATICAL MODELING OF ENERGOMECHANICAL SYSTEMS FOR THE PURPOSE OF DETERMINING THEIR TECHNICAL STATE

Background. The article discusses the construction of mathematical models of controlled objects based on the fundamental laws of classical mechanics for solving the main problem of technical diagnostics – determining the technical condition. Materials and methods. A diagnostic model is built on th...

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Main Authors: A.M. Pankin, A.A. Kalyutik, D.V. Lyalyuev
Format: Article
Language:English
Published: Penza State University Publishing House 2022-02-01
Series:Надежность и качество сложных систем
Subjects:
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author A.M. Pankin
A.A. Kalyutik
D.V. Lyalyuev
author_facet A.M. Pankin
A.A. Kalyutik
D.V. Lyalyuev
author_sort A.M. Pankin
collection DOAJ
description Background. The article discusses the construction of mathematical models of controlled objects based on the fundamental laws of classical mechanics for solving the main problem of technical diagnostics – determining the technical condition. Materials and methods. A diagnostic model is built on the basis of a mathematical model. This approach leads to the definition of the working functions of the object and the receipt of criteria for assessing the performance required determining the residual resource. The concept of a diagnostic feature of an object to be identified in the process of diagnostics is clarified. Results and conclusions. In this article, consideration of the issues of technical diagnostics is limited to objects of a mechanical nature.
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spelling doaj.art-9e8b34b0bdd5438f9fe482ddd213a73e2022-12-22T01:54:30ZengPenza State University Publishing HouseНадежность и качество сложных систем2307-42052022-02-01410.21685/2307-4205-2021-4-5MATHEMATICAL MODELING OF ENERGOMECHANICAL SYSTEMS FOR THE PURPOSE OF DETERMINING THEIR TECHNICAL STATEA.M. Pankin0A.A. Kalyutik1D.V. Lyalyuev2Peter the Great St. Petersburg Polytechnic UniversityPeter the Great St. Petersburg Polytechnic UniversityA. P. Alexandrov Research Institute of TechnologyBackground. The article discusses the construction of mathematical models of controlled objects based on the fundamental laws of classical mechanics for solving the main problem of technical diagnostics – determining the technical condition. Materials and methods. A diagnostic model is built on the basis of a mathematical model. This approach leads to the definition of the working functions of the object and the receipt of criteria for assessing the performance required determining the residual resource. The concept of a diagnostic feature of an object to be identified in the process of diagnostics is clarified. Results and conclusions. In this article, consideration of the issues of technical diagnostics is limited to objects of a mechanical nature.mathematical modeldiagnostic modeltechnical objecttechnical conditionphysical lawsmotionspeedforceimpulse of forceworkenergydiagnosticsworking functiondiagnostic feature
spellingShingle A.M. Pankin
A.A. Kalyutik
D.V. Lyalyuev
MATHEMATICAL MODELING OF ENERGOMECHANICAL SYSTEMS FOR THE PURPOSE OF DETERMINING THEIR TECHNICAL STATE
Надежность и качество сложных систем
mathematical model
diagnostic model
technical object
technical condition
physical laws
motion
speed
force
impulse of force
work
energy
diagnostics
working function
diagnostic feature
title MATHEMATICAL MODELING OF ENERGOMECHANICAL SYSTEMS FOR THE PURPOSE OF DETERMINING THEIR TECHNICAL STATE
title_full MATHEMATICAL MODELING OF ENERGOMECHANICAL SYSTEMS FOR THE PURPOSE OF DETERMINING THEIR TECHNICAL STATE
title_fullStr MATHEMATICAL MODELING OF ENERGOMECHANICAL SYSTEMS FOR THE PURPOSE OF DETERMINING THEIR TECHNICAL STATE
title_full_unstemmed MATHEMATICAL MODELING OF ENERGOMECHANICAL SYSTEMS FOR THE PURPOSE OF DETERMINING THEIR TECHNICAL STATE
title_short MATHEMATICAL MODELING OF ENERGOMECHANICAL SYSTEMS FOR THE PURPOSE OF DETERMINING THEIR TECHNICAL STATE
title_sort mathematical modeling of energomechanical systems for the purpose of determining their technical state
topic mathematical model
diagnostic model
technical object
technical condition
physical laws
motion
speed
force
impulse of force
work
energy
diagnostics
working function
diagnostic feature
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AT aakalyutik mathematicalmodelingofenergomechanicalsystemsforthepurposeofdeterminingtheirtechnicalstate
AT dvlyalyuev mathematicalmodelingofenergomechanicalsystemsforthepurposeofdeterminingtheirtechnicalstate