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CHAPTER 19


                            Adaptive Estimation and Control

                            of Magneto-Rheological Damper

                            for Semi-Active Suspensions



                            19.1 INTRODUCTION

                            As widely used in the semi-active control device, electro-rheological (ER)
                            and magneto-rheological (MR) fluids have been well recognized as spe-
                            cific smart materials, because their rheological properties can be changed
                            in millisecond time period by tuning the electric field or magnetic field [1].
                            Hence, MR fluid and the associated MR dampers have been used in vibra-
                            tion controls [2,3], e.g., bridge structure, building, and vehicle suspension
                            systems [4,5]. Vehicle suspension system is designed to improve the maneu-
                            verability, ride comfort, and safety [6,7]. Generally, the suspension system
                            can be divided into three types: passive suspension, semi-active suspension,
                            and active suspension [8,9]. It is noted that the suspension system with MR
                            dampers can be taken as semi-active suspension devices since the damper
                            force can be changed by using variable damping or energy dissipation com-
                            ponents. However, the control of semi-active suspension with MR damper
                            has not been fully solved due to the induced hysteretic dynamics in the
                            MR damper [10].
                               To accurately describe the dynamics of MR damper, several mathemat-
                            ical models have been proposed to capture the hysteresis and bi-viscous
                            characteristic, such as Bingham model [11], Bouc-Wen model [12], and
                            Spencer model [13], etc. However, the conflictions between the complex-
                            ity and the modeling accuracy of MR damper are always problematic in
                            the aforementioned models, for example, adopting a complex MR damper
                            model to comprehensively describe its dynamical characteristics may make
                            the parameter identification difficult. In fact, application of MR damper in
                            the vehicle suspension system has been rarely reported in some recent liter-
                            ature [10,14–16]. In these applications, the adjustment of the damping force
                            can be realized by changing the input current. This in turn can eliminate
                            the vehicle oscillation and thus improve the ride comfort and operation sta-
                            bility [15,17]. However, the accurate online modeling of suspension system
                            with MR damper deserves further investigation.
                            Adaptive Identification and Control of Uncertain Systems with Non-smooth Dynamics.
                            DOI: https://doi.org/10.1016/B978-0-12-813683-6.00024-6       295
                            Copyright © 2018 Elsevier Inc. All rights reserved.
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