Use of Logarithmic Decrement of Oscillation Damping for Prediction of the Aviation Structures Service Life

Problem of predicting the residual service life of airplanes and helicopters is highly relevant for flight safety. In this paper, on the basis of the conducted research on the change of mechanical characteristics during materials fatigue accumulation, it is proposed to control the service life by ch...

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Збережено в:
Бібліографічні деталі
Дата:2023
Автори: Гребенніков, М. М., Дібір, О. Г., Кирпікін, А. О., Пекельний, М. І.
Формат: Стаття
Мова:English
Ukrainian
Опубліковано: Journal of Mechanical Engineering 2023
Онлайн доступ:https://journals.uran.ua/jme/article/view/277736
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Назва журналу:Journal of Mechanical Engineering

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Journal of Mechanical Engineering
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Резюме:Problem of predicting the residual service life of airplanes and helicopters is highly relevant for flight safety. In this paper, on the basis of the conducted research on the change of mechanical characteristics during materials fatigue accumulation, it is proposed to control the service life by changing the dissipative characteristics. In case of fatigue damage, the accumulative logarithmic decrement of oscillation damping δ increases to the limit maximum value δm, which corresponds to the critical length of the main fatigue crack, which leads to failure. The limit value δm can be set depending on the amount of energy spent on the development of the main fatigue crack, taking into account the dangerous part of the consumed energy. With the accumulation of fatigue damage, the growth of logarithmic decrement occurs at the expense of energy expenditure for the growth of fatigue cracks and internal friction. This is taken into account by the coefficient α, which allows to allocate a dangerous part of the energy that goes into the development of a main fatigue crack. The problem of durability prediction consists of two stages. At first, it is needed to determine δm for the critical crack length. Then, based on the two values of logarithmic decrement at the corresponding load cycles, the number of cycles to failure – to the critical length of the crack – is predicted by the Peris formula.