Abstract

Abstract The stability and comfort of vehicles depend on the operation of the suspension system. To increase the smoothness and comfort for passengers in the vehicle, the stiffness of the suspension system needs to be changed flexibly. The conventional pneumatic suspension system can partially meet these requirements. However, the change is not much. This paper introduces a model of the pneumatic suspension system integrated with a hydraulic actuator. This is a completely novel and unique method. In the case that the excitation is random, average values of displacement and acceleration of the sprung mass are only 12.56 (mm) and 3.78 (m/s2) if the vehicle uses the integrated pneumatic suspension system. In contrast, this value is very large, up to 30.70 (mm) and 6.53 (m/s2) if the passive suspension system is used. Similarly, this change is also very large in the remaining survey situations. Overall, the values ​​of acceleration and displacement of the sprung mass are significantly reduced when the vehicle is equipped with an integrated pneumatic suspension system. The results of the research showed the advantages of this method compared to other methods.

Highlights

  • The vibration of the vehicle when moving on the road is one of the extremely important issues

  • If the vehicle is equipped with a pneumatic suspension system integrated with the hydraulic actuator, the displacement value of the sprung mass is significantly reduced

  • Stability and comfort are very important issues of the vehicle when moving on the road

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Summary

Introduction

The vibration of the vehicle when moving on the road is one of the extremely important issues. Oscillation usually occurs when there is an external stimulus. To quell these oscillations, the suspension system is fitted on all models today. The syspension system separates the vehicle into two completely separate parts, including the sprung mass and the unsprung mass. All the components above the suspension system (passengers, cargoes, etc.) are called the sprung mass. It takes up most of the vehicle's total mass. The optimal division of these two values is extremely important, it helps to control the oscillations properly

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