Authors: M. Flynn and J.P. Gleeson
Affilation: University College Cork, Iran, Islamic Republic of
Pages: 322 - 325
Keywords: magnetic microactuator, modeling, bifurcations
The behavior of an idealized magnetic microactuator is modeled and analyzed. A two parameter mass-spring model is shown to exhibit a bifurcation from one to three steady states as the geometry of the device is altered. In addition we obtain solutions of the differential equation governing the motion of a forced elastic membrane and find similar phenomena. Stability analysis determines that in the case of three steady states that two are stable and one is unstable.
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