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245<br />

100 150 200 250 300<br />

Magnetic Flux Density, (mT)<br />

350 400<br />

Figure 6. Comparisons of shear yield stress versus magnetic field for three MR<br />

materials. Hollow marks are the dynamic shear yield stress and<br />

solid marks are static shear yield stress.<br />

<strong>The</strong> performance of the device is compared to a rotational shear-mode rheometer. <strong>The</strong> results indicate<br />

that the measurements obtained by the flow-mode device are consistent with rotational shear-mode<br />

rheometer. Three different MR materials are examined under various magnetic flux densities. <strong>The</strong><br />

apparent viscosities, dynamic and static shear yield stresses are determined. All materials examined<br />

show a strong shear rnrnning effect. A power-law relationship was obtained for the apparent viscosity<br />

versus shear strain rate. <strong>The</strong> dynamic shear yield stress exceeds the static shear yield stress over the<br />

entire range of magnetic flux densities for all the three MR materials.<br />

ACKNOWLEDGEMENT<br />

This study in part is supported by the U.S. Army <strong>Research</strong> Office and Visteon Corporation, USA. <strong>The</strong><br />

authors at the <strong>University</strong> of Nevada, Reno are thankful for their support.<br />

REFERENCE<br />

Ginder, J. M. (1996). Rheology Controlled by Magnetic Fields. Encyclopedia of Applied<br />

Physics, 16, 487-503.<br />

Felt, D. W. 9 Hagenbuchle M., Liu J, and Richard, J. (1996). Rheology of a magnetorheological<br />

fluid. /. Int. Mat Sys. Struct 7 :5, 589-593.<br />

Gordaninejad, F. and Breese, D. G. (2000). "Magneto-rheological fluid dampers." U.S. Patent<br />

No. 6,019,201.

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