СALCULATION OF RELIABILITY OF THE STEPLESS ROTATION MECHANISM OF AN INDUSTRIAL TRACTOR WITH A TRACKING CONTROL SYSTEM
Keywords:
reliability, time to failure, service life before decommissioning, stepless rotation mechanism, tracking control systemAbstract
The authors of the article determined the level of reliability of the stepless differential rotation mechanism with a tracking control system (SDRMTCS), achieved at the stage of its design and manufacture. Based on the results of the analysis of the structure of this mechanism, the concept of a failure of the SDRMTCS is defined. A mathematical model of reliability SDRMTCS as restoring the products obtained graph States based on a number of assumptions, including the assumption of stationarity, the lack of follow-through and the ordinary process of functioning of the product. When determining the parameters of the mathematical model of the SDRMTCS, statistical data on the failure rates and failure times of the component parts of the product, obtained during the testing of analog devices, were used. The product readiness function is determined by solving the system of Kolmogorov differential equations under the given initial conditions. The readiness function is calculated taking into account the loads that occur during the operation of the SDRMTCS as part of a mobile object, by introducing a correction factor for the failure rates of the elements of the product. Using the availability function, the value of the failure rate (failure rate) and the value of the service life (durability indicator) are determined. Both reliability indicators meet the requirements of the task. The peculiarity of the above calculations of the reliability of the SDRMTCS is that they focus on constructive, rather than on production and operational failures. This helped to ensure literacy adopted at the design stage SDRMTCS decisions, including decisions on the harmonization and standardization of parts, assemblies, decisions about the use of highly reliable components and assemblies. This is justified not only by increasing the reliability of the product, but also by reducing its cost.
References
Труханов, В.М. Надежность технических систем типа подвижных установок на этапе проектирования и испытаний образцов / В.М. Труханов. – М.: Машиностроение, 2008. – 585 с.
ГОСТ Р 27.607-2013 Надежность в технике (ССНТ). Управление надежностью. Условия проведения испытаний на безотказность и статистические критерии и методы оценки их результатов. – М.: Стандартинформ, 2015. – 50 с.
Викторова, В.С. Модели и методы расчета надёжности технических систем / В.С. Викторова, А.С. Степанянц. – Изд. 2, испр. – М.: Издательская группа URSS, ООО «ЛЕНАНД», 2016. – 256 с.
Журавлев, С.Ю. Надежность технических систем: учеб. пособие / С.Ю. Журавлев. – Красноярск: Изд-во КГАУ, 2013. – 331 с.
Матвеевский, В.Р. Надежность технических систем: учебное пособие / В.Р. Матвеевский. – М.: МГИЭиМ, 2002. – 113 с.
Reliability analysis of a complex system with hybrid structures and multi-level dependent life metrics / Lechang Yang, Pidong Wang, QiangWang et al. // Reliability Engineering and System Safety. – 2021. – Vol. 209. – Number 107469. – https://doi.org/10.1016/j.ress.2021.107469.
A variable and mode sensitivity analysis method for structural system using a novel active learning Kriging model / Qing Guo, Yongshou Liu, Bingqian Chen, Qin Yao // Reliability Engineering and System Safety. – 2021. – Vol. 206, Number 107285. – https://doi.org/10.1016/j.ress.2020.107285.
Shaomin, Wu. Two methods to approximate the superposition of imperfect failure processes / Wu. Shaomin // Reliability Engineering and System Safety. – 2021. – Vol. 207, Number 107332. – https://doi.org/10.1016/j.ress.2020.107332.
Sinan, Xiao A new effective screening design for structural sensitivity analysis of failure probability with the epistemic uncertainty / Xiao Sinan, Lu Zhenzhou, Liyang Xu. // Reliability Engineering and System Safety. – 2016. – Vol. 156. – P. 1–14. – https://doi.org/10.1016/j.ress.2016.07.014.
Algorithms for Bayesian network modeling and reliability inference of complex multistate systems: Part I – Independent systems / Xiaohu Zheng, Wen Yao, Yingchun Xu, Xiaoqian Chen // Reliability Engineering and System Safety. – 2020. – Vol. 202. – https://doi.org/10.1016/j.ress.2020.107011.
Bei, Wu. Reliability evaluation of Markov renewal shock models with multiple failure mecha-nisms / Wu Bei, Cui Lirong // Reliability Engineering and System Safety. – 2020. Vol. 202, 107051. – https://doi.org/10.1016/j.ress.2020.107051.
Reliability analysis using a multi-metamodel complement-basis approach / Rui Teixeira, Beatriz Martinez-Pastor, Maria Nogal, Alan O’Connor // Reliability Engineering and System Safety. – 2021. – Vol. 205. – https://doi.org/10.1016/j.ress.2020.107248.
Dooyoul, Lee Analysis of the reliability of a starter-generator using a dynamic Bayesian network / Lee Dooyoul, Choi Dongsu // Reliability Engineering and System Safety. – 2020. – Vol. 195. –Number 106628. – https://doi.org/10.1016/j.ress.2019.106628.
ГОСТ 27.301-95 Надежность в технике (ССНТ). Расчет надежности. Основные положения. – Минск: Изд-во стандартов, 1994. – 19 с.
Павловская, О.О. Основы прикладной теории надежности: учебное пособие / О.О. Павловская. – Челябинск: Издательский центр ЮУрГУ. – 2020. – 97 с.
ГОСТ 12.1.004-91 Система стандартов безопасности труда. Пожарная безопасность. Общие требования. – М.: Стандартинформ, 2006. – 68 с.
ГОСТ 27434-87 Тракторы промышленные. Общие технические условия. – М.: ИПК Изд-во стандартов, 2003. – 8 с.
Кузнецов, А.С. Надежность радиолюбительской аппаратуры / Кузнецов, А.С. // Большая энциклопедия нефти и газа. – https://www.ngpedia.ru/pg6195263i17YkyX0053060971.
Reliability assessment of complex electromechanical systems under epistemic uncertainty / Jinhua Mi, Yan-Feng Li, Yuan-Jian Yang et al. // Reliability Engineering and System Safety. – 2016. – Vol. 152. – P. 1–15. – https://doi.org/10.1016/j.ress.2016.02.003.
ГОСТ 27.002-2015 Надежность в технике (ССНТ). Термины и определения. – М.: Стандартинформ, 2016. – 28 с




