INVESTIGATION OF VIBRATIONS OF IDEALLY LUBRICATED CIRCULAR ELEMENT OF AGRICULTURAL MACHINES

Authors

  • Doc. Dr. Jūratė Ragulskienė Kaunas University of Technology
  • Dr. Arvydas Pauliukas Vytautas Magnus University
  • Petras Paškevičius Company “Vaivora”, Kaunas
  • Prof. Dr. Rimas Maskeliūnas Vilnius Gediminas Technical University
  • Vytautas Maskeliūnas Vilnius Gediminas Technical University
  • Prof. Dr. Igor Murovanyi 6Lutsk National Technical University
  • Dr. Liutauras Ragulskis Vytautas Magnus University

Abstract

Circular structures are used as elements of agricultural machines. Investigation of their vibrations is an important engineering problem. Here a simplified model based on two basic assumptions is being investigated. The first assumption is that in the normal direction the internal and external circular surfaces of the structure are fastened, that is the corresponding displacements are assumed equal to zero. The second assumption is that of ideal lubrication of both circular surfaces, that is it is assumed that there is no force of friction in the tangential direction resisting to the motion of the structure and thus the tangential displacements are free to perform their motions. Of course, those assumptions are not exactly observed in practical engineering applications, but they enable us to determine the eigenmodes of the investigated circular element of agricultural machines. The presented approach serves as an initial approximation for investigation of the described engineering problem especially having in mind the assumption of ideal lubrication.

References

K. J. Bathe; E. L. Wilson, 1982. Численные методы анализа и метод конечных элементов. (Numerical Methods in Finite Element Analysis). Moscow: Stroiizdat. P. 448.

I. I. Blekhman, 2018. Вибрационная механика и вибрационная реология (теория и приложения). (Vibration Mechanics and Vibration Reology (Theory and Applications)). Moscow: Physmathlit. P. 752.

V. Glazunov, 2018. Новые механизмы в современной робототехнике. (New Mechanisms in Contemporary Robot Engineering). Moscow: Tehnosphere. P. 316.

R. Kurila; V. Ragulskienė, 1986. Двумерные вибрационные приводы. (Two – Dimensional Vibro – Transmissions). Vilnius: Mokslas. P. 137.

V. Ragulskienė, 1974. Виброударные системы. (Vibro-Shock Systems). Vilnius: Mintis. P. 320.

O. C. Zienkiewicz, 1975. Метод конечных элементов в технике. (The Finite Element Method in Engineering Science). Moscow: Mir. P. 544.

Downloads

Published

2025-12-31

Issue

Section

Articles

Most read articles by the same author(s)