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Small-scale magnetorheological dampers for vibration mitigation ...

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Bibliography (Cont’d)<br />

Introduction<br />

Hysteretic models<br />

Identification methodology<br />

Future work<br />

Experimental identification<br />

Summary<br />

Y.K. Wen<br />

Method of random <strong>vibration</strong> fo hysteretic systems.<br />

Journal of Engineering Mechanics. 1976(102):246–263<br />

Return<br />

Fayçal Ikhouane and José Rodellar<br />

On the hysteretic Bouc-Wen model. Part I: Forced limit cycle characterization.<br />

Nonlinear Dynamics. 2005(42):63–78 Return<br />

Fayçal Ikhouane and José Rodellar<br />

On the hysteretic Bouc-Wen model. Part II: Robust parametric identification.<br />

Nonlinear Dynamics. 2005(42):79–95 Return<br />

Fayçal Ikhouane, Victor Mañosa, and José Rodellar<br />

Dynamic properties of the hysteretic Bouc-Wen model.<br />

Sytems and Control Letters. 2006. in press Return<br />

Fayçal Ikhouane, Oriol Gomis-Bellmunt, and Pere Castell-Vilanova<br />

A limit cycle approach <strong>for</strong> the parametric identification of hysteretic systems.<br />

Submitted to IEEE - Control Systems Technology Return<br />

Fayçal Ikhouane and Shirley J. Dyke<br />

Modeling and identification of a shear mode <strong>magnetorheological</strong> damper.<br />

Submitted to Smart Materials and Structures Return<br />

Arturo Rodríguez Tsouroukdissian<br />

<strong>Small</strong>-<strong>scale</strong> MR <strong>dampers</strong> <strong>for</strong> <strong>vibration</strong> <strong>mitigation</strong>

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