Accounting of parameter scatter errors in the thermal model of rod elements for radiators of cooling systems radioelectronic equipment: a fuzzy-set method
Keywords:
radio-electronic devices, thermal modes of operation, radiator structures, rod elements, calculation thermal models, uncertainty of initial parameters, fuzzy calculation methods, heuristic principle of generalizationAbstract
The issues of applying the apparatus of the theory of fuzzy calculations in solving the problem of taking into account the spread of initial geometric and physical parameters in the analytical calculation model of heat removal from the body of a radio-electronic device using finned or needle-pin radiator designs are considered. The objective of the study is to obtain updated design data on the characteristics of the core structural elements of radiators that provide specified levels of heat transfer and overheating temperature of the device in the radiator mounting area. As a method for studying the problem under consideration, it is proposed to introduce fuzzy-set representations for uncertain initial design parameters, which are arguments in the functional relationships of the deterministic version of the analyzed model, and obtain the corresponding output parameters in fuzzy-set form based on the use of a level-modified version of the heuristic generalization principle.
References
Муратов А.В. Способы обеспечения тепловых режимов РЭC / А.В. Муратов, Н.В. Ципина. – Воронеж: Воронежский государственный технический университет, 2007. – 96 с.
Хайрнасов К.З. Моделирование и тепловой анализ электронных устройств космических аппаратов / К.З. Хайрнасов // Вестник Московского авиационного института. – 2013. – Т. 20, № 3. – С. 134–138.
Кофанов Ю.Н. Информационные технологии теплового и механического моделирования радиоэлектронных средств / Ю.Н. Кофанов, С.Ю. Сотникова. – М.: НИУ ВШЭ, 2014. – 88 с.
Садыхов Г.С. Модели и методы оценки остаточного ресурса изделий радиоэлектроники / Г.С. Садыхов, В.П. Савченко, Н.И. Сидняев. – М.: Издательство МГТУ им. Н. Э. Баумана, 2015. – 382 с.
Муромцев Д.Ю. Конструирование блоков радиоэлектронных средств / Д.Ю. Муромцев, И.В. Тюрин, О.А. Белоусов, Р.Ю. Курносов. – М.: Лань, 2018. – 252 с.
Islamov I. Design of Radio-Electronic Means Taking into Account Electromagnetic, Thermal and Mechanical Characteristics / I. Islamov, E. Hunbataliyev, M. Binnatov, A. Zulfugarli // Easy Chair Preprint, no. 4872. – January 6, 2021. – 14 p. – https://easychair.org/publications/preprint/396k
Costa R.L. Evaluation of Inherent Uncertainties of the homogeneous Effective thermal Conductivity Approach in Modeling of Printed Circuit boards for Space Applications / R.L. Costa, V. Vlassov // Journal of Electronics Cooling and Thermal Control. – 2013. – Vol. 3. – P. 35–41.
Ермаков С.М. Метод Монте-Карло в вычислительной математике / С.М. Ермаков. – СПб: Невский диалект, 2009.– 192 с.
Chandrasekaran S. Applications of Fuzzy Number Mathematics / S. Chandrasekaran, E. Tamilmani // International Journal of Innovative
Science, Engineering & Technology. – 2015. – Vol. 2, issue 11. – P. 149–176.
Seresht N.G. Fuzzy Arithmetic Operations: Theory and Applications in Construction Engineering and Management / N.G. Seresht, A.R. Fayek // In: Fuzzy Hybrid Computing in Construction Engineering and Management. – Bingley: Emerald Publishing Limited, 2018. – P. 111–147. – https://doi.org/10.1108/978-1-78743-868- 220181003
Нгуен, Куок Ши. Исследование моделей высокотемпературной термостабилизации с нечеткими параметрами / Нгуен Куок Ши, Чан Ба Ле Хоанг, С.В. Сторожев. – Yelm, WA, USA: Science Book Publishing House, 2019. – 216 с.
Storozhev S.V. Fuzzy-multiple estimates of the parameter uncertainty influence in the computing devices elements calculating theory / S.V. Storozhev, V.I. Storozhev, V.G. Vyskub, Duong Minh Hai, V.E. Bolnokin // Journal of Physics: Conference Series, vol. 1399, 2019, 044028. doi:10.1088/1742-6596/1399/4/044028
Bolnokin V.E. Accounting of data uncertainty in advanced technological models of design calculations of acoustoelectronic components from piezoelectric materials / V.E. Bolnokin, D.I. Mutin, E.I. Mutina, S.V. Storozhev, V.I. Storozhev // IOP Conf. Series: Materials Science and Engineering, vol. 862, 2020, 022006. doi:10.1088/1757-899X/862/2/022006
Bolnokin V.E. The models of thermoelastic deformation of thin elliptic boundary contours plates with accounting uncertainty factors / V.E. Bolnokin, V.I. Storozhev, Duong Minh Hai, D.I. Mutin // International Journal on Information Technologies & Security. – 2020. – Vol. 12, № 4. – P. 77–82.