4.5 Article

On the dynamics of vibro-impact systems with ideal and non-ideal excitation

期刊

MECCANICA
卷 56, 期 2, 页码 439-460

出版社

SPRINGER
DOI: 10.1007/s11012-020-01280-5

关键词

Vibro-impact systems; Frequency– response diagram; Impact solutions; Non-ideal excitation; Limited power supply

资金

  1. Ministry of Education and Science of the Republic of Serbia

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This study focuses on modelling and analyzing a vibro-impact system with a crank-slider mechanism and an oscillator under non-ideal excitation. Both analytical and numerical solutions are obtained for systems with ideal and non-ideal excitation, showing characteristic curves and results comparison. Impact solutions for different excitation frequencies are demonstrated, with the average frequency value used for the vibro-impact system under non-ideal excitation.
This study is concerned with modelling and analyses of a vibro-impact system consisting of a crank-slider mechanism and one oscillator attached to it, where the system is exposed to a non-ideal excitation. The impact occurs during the motion of the oscillator when it fits a base, and the excitation of the driving source is affected by this behaviour. The aim is to determine the interaction between a driving torque and the motion of the oscillator. To achieve this aim in a methodologically sound manner, both vibrating and vibro-impact systems with an ideal and non-ideal excitation are analysed. Analytical and numerical solutions are obtained for the vibrating system with the ideal excitation. Numerical analyses of the vibrating system with the non-ideal excitation is then conducted, where the characteristic curves for this system are found analytically. Numerical simulations are also carried out for other two systems and the results obtained are shown in terms of frequency-response diagrams, time-displacement diagrams and basins of attraction. The results found for different systems are compared mutually, and the differences between them are pointed out. Impact solutions for different regions of the excitation frequency are shown. For the vibro-impact system with the non-ideal excitation, the average value of its frequency is used.

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