Comparative analysis of suspension systems using adaptive fuzzy control

Khan, Laiq; Khan, Madad; Qamar, Shahid

doi:10.1109/icias.2012.6306152

Cited by 5 publications

(1 citation statement)

References 10 publications

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“…Many scientists have been studying with MR dampers the active suspension system for vehicle suspensions [15],16]. Many control methods have been suggested in recent years, such as skyhook, surface hook and hybrid control [17],18], H infinity control [19], [20], sliding mode control model [21], adaptive control described in [10,[22][23][24], fuzzy control in [25,26], and ideal control created by [26].…”

Section: Figure 1 Suspension System Classificationsmentioning

confidence: 99%

Modeling, analysis and PID controller implementation on suspension system for quarter vehicle model

Kumar¹,

Medhavi²,

Kumar³

et al. 2022

JMES

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The aim of this research is to acquire a mathematical model for the quarter vehicle model's passive and active suspension system and to build an active and passive suspension control for a quarter-vehicle model. The passive design of the suspension scheme is a compromise between vehicle handling capacity and passenger ride comfort. Passive suspension provides one of these two circumstances that conflict. Current car suspension systems use passive components only by using a coefficient of spring and damping with a fixed coefficient and two degrees of freedom. In the design and manufacture of cars, passenger comfort is a very significant parameter. The objective of the active suspension system is to enhance both the comfort of the ride and the handling of the highway by directly regulating the actuators of suspension power. In the active suspension system, the Proportional Integral Differential Controller (PID) method is applied. Various kinds of highway profiles and controllers such as P, PD, PI, and PID controllers evaluate the efficiency of the active suspension system comparing it with passive suspension scheme. This efficiency will be determined by using the MATLAB and SIMULINK to perform computer simulations.

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