Semiactive Control Strategies for MR Dampers: Comparative Study

By L. Jansen, Shirley J. Dyke. 2000

709 citations recorded by the source corpus.

Subfields: Civil and Structural Engineering

View Paper: https://www.semanticscholar.org/paper/39eb55d78ff1631aa911d2ddb101b6a71e347543

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In Civil and Structural Engineering

Citations in the corpus

Development of a real-time tunable stiffness and damping vibration isolator based on magnetorheological elastomer (2012, neutral): “OFF control laws can be expressed as (Jansen and Dyke, 2000; Liu et al., 2005) c = cmax if xr _xr 0 cmin if xr _xr\0 ð4Þ where xr and _xr are the payload’s displacement and velocity with respect to the base, respectively. xr _xr 0 means the payload is moving away from the balance position.”
Bouc–Wen-Type Models with Stiffness Degradation: Thermodynamic Analysis and Applications (2008, methodology): “More recently, the BW models were used in applications of structural control, in particular in the modeling of the behavior of magneto-rheological dampers (Sain et al., 1997; Jansen and Dyke, 2000) or other kinds of damping devices (Ikhouane et al.”
Systems with Hysteresis: Analysis, Identification and Control Using the Bouc-Wen Model (2007, background): “In Reference [51], an H controller is proposed to cope with the presence of uncertainties.”
Large-scale MR fluid dampers: modeling and dynamic performance considerations (2002, background): “Examples of such devices include electrorheological [3–7] and magnetorheological fluid dampers [7–20], variable orifice dampers [21–25], friction controllable isolators and dampers [26–31], and variable stiffness devices [32–37].”
Performance of a new magnetorheological elastomer isolation system (2014, methodology): “The following equation, which defines the input voltage base on the force measurement, can minimize the V̇ (z) [26]:”