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FEEDBACK STABILIZATION OF DISTRIBUTIVE SYSTEMS WITH APPLICATIONS TO PLASMA STABILIZATION,
CALIFORNIA UNIV LOS ANGELES DEPT OF ENGINEERING
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Simple mathematical results are obtained for the feedback stabilization of certain classes of linear distributive systems in the form of a second-order evolutional equation in a Hilbert space. The application of some of the results to the feedback stabilization of a highly conducting, fully ionized plasma is discussed. Explicit forms of feedback controls are obtained for a plasma supported against gravity by a magnetic field and also for a linear pinch. Author
APPROVED FOR PUBLIC RELEASE