The mathematical model of the dynamic action of a controlled mechanical exciter of circular translational vibrations

The vibration exciter is a structural component of a vibration machine, regardless of its technological application, that determines the operating mode of the machine. This paper presents the structural design of a controlled mechanical exciter of circular translational vibrations equipped with two unbalanced shafts. The operating principle of the proposed exciter is described. A mathematical model of the dynamic action of the exciter on the processed medium is developed, defining the dependence of the generated excitation on the rotation angle of the movable unbalanced masses relative to their initial positions.

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Publication Details

Journal
Vibroengineering PROCEDIA
Published
2026-11-01
DOI
https://doi.org/10.21595/vp.2026.26983
Primary Topic
Mechanical Engineering Research and Applications
Type
article
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article

The mathematical model of the dynamic action of a controlled mechanical exciter of circular translational vibrations

Serhii Zhyhylii, Olha Harkava
Vibroengineering PROCEDIA
Mechanical Engineering Research and Applications
article

The mathematical model of the dynamic action of a controlled mechanical exciter of circular translational vibrations

Serhii Zhyhylii, Olha Harkava
article en

Abstract

The vibration exciter is a structural component of a vibration machine, regardless of its technological application, that determines the operating mode of the machine. This paper presents the structural design of a controlled mechanical exciter of circular translational vibrations equipped with two unbalanced shafts. The operating principle of the proposed exciter is described. A mathematical model of the dynamic action of the exciter on the processed medium is developed, defining the dependence of the generated excitation on the rotation angle of the movable unbalanced masses relative to their initial positions.

Vibroengineering PROCEDIAVol. 64
Openalex Percentile: Top 23%
Mechanical Engineering Research and Applications
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