Analytical and Numerical Methods for the Identification of Torsional Oscillations and Forcing in Internal Combustion Engines

Crankshafts, present in internal combustion engines, are mechanical parts subject to torsion and bending that vary over time and, if the forcing is close to one of the natural frequencies of the system, they can encounter problems of torsional oscillations. These vibrations can lead to maximum oscillation amplitudes, with consequent fatigue stresses that would compromise the resistance and correct functioning of the shaft. The aim of this work is to indicate a methodology for identifying the natural frequencies of the crankshaft and the decomposition of the torques, due to gases and inertia, to identify the different harmonics; in fact, if one of these harmonics is close to the natural frequency of the crankshaft, the system will go into resonance.

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Publication Details

Published
2025-02-13
DOI
https://doi.org/10.3390/engproc2025085003
Citations
1
Primary Topic
Technical Engine Diagnostics and Monitoring
Type
article
Field-Weighted Citation Impact
0.68
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article

Analytical and Numerical Methods for the Identification of Torsional Oscillations and Forcing in Internal Combustion Engines

Sebastian Brusca, Dario Santonocito
1 citations
Technical Engine Diagnostics and Monitoring
0.68
article

Analytical and Numerical Methods for the Identification of Torsional Oscillations and Forcing in Internal Combustion Engines

Sebastian Brusca, Dario Santonocito
article en
1 citations

Abstract

Crankshafts, present in internal combustion engines, are mechanical parts subject to torsion and bending that vary over time and, if the forcing is close to one of the natural frequencies of the system, they can encounter problems of torsional oscillations. These vibrations can lead to maximum oscillation amplitudes, with consequent fatigue stresses that would compromise the resistance and correct functioning of the shaft. The aim of this work is to indicate a methodology for identifying the natural frequencies of the crankshaft and the decomposition of the torques, due to gases and inertia, to identify the different harmonics; in fact, if one of these harmonics is close to the natural frequency of the crankshaft, the system will go into resonance.

University of Messina (IT)
Affordable and clean energy
Openalex Percentile: Top 34%
Technical Engine Diagnostics and Monitoring
0.68
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