Random Excitation of a Car Component from the Road

Abstract:

In the present paper aspects regarding the analytical modeling, the simulation and the experiments related to random vibrations, with applications to automotive industry, are discussed. Simplified car dynamical models based on lumped masses, springs and dampers being exposed to random vibrations, are considered. The power spectral density is used to define the excitation produced by the unevenness of the road surface which are correlated to the vehicle speed. Two different approaches are observed in parallel. The analytical one is using the dynamical model of the car, the random excitation estimation, the transfer functions from the excitation sources to the target, and the response at the comfort points or the points of interest. The associated numerical calculations are performed with Matlab. For the second approach the finite element models of the car simplified structure are created and the simulations are performed. Statistical tools are used to describe the excitation sources and the response. Good correlation of the results for the two approached is observed. In the sequel a real car component made of plastic is considered. The estimation of the component structure stress with probability of 1σ, 2σ and 3σ, are coming out from the simulation of the part subjected to random vibrations by using finite element analysis. Frequency response functions (FRF) are experimentally measured in the laboratory by placing the plastic component on a shaker. The measured FRFs and the results are compared to the ones resulted from the simulation, observing a good correlation. The output of the random vibration analysis can be used to estimate the fatigue of the component.

• Periodical: Applied Mechanics and Materials (Volume 430)
• Pages: 184-190
• DOI: https://doi.org/10.4028/www.scientific.net/AMM.430.184
• Online since: September 2013
• Authors: Curtean Razvan, Iulian Lupea
• Keywords: Finite Element Analysis (FEA), Frequency Response Function, Power Spectral Density, Random Vibrations, Road Excitation, Simplified Car Models

References

[1] Clarence W. de Silva, Vibration and Shock Handbook, Taylor and Francis Group, (2005).

[2] Jacquart, G., Generation of random signals of spectral concentration given, Code Aster, (2009).

[3] Gillespie, T., Fundamentals of vehicle dynamics, SAE, Inc. (1992).

[4] Guo, K.H., Statistical analysis of vehicle vibration and dynamic load, Changchun Motor Vehicle, China, (1985).

[5] Lupea, I., Masuratori de vibratii si zgomote prin programare cu LabView, Casa Carţii de Ştiinţă, Cluj-Napoca, (2005).

[6] Soong, T., Fundamentals of probability and statistics for Engineers , John Wiley and Sons Ltd, (2005).

[7] Bishop, N.W.M., Sherratt F., Finite element based fatigue calculations, Farnham, (2000).

[8] Kumar, S., Analyzing random vibration fatigue, Ansys India, (2008).

[9] Jelaska, D., Estimation of fatigue stress concentration factor in the zone of elastic-plastic strain, University Split, Croatia.