Abstract
ABSTRACT ABSTRACT The title problem is studied, with emphasis on the small damping and circulatory force case. It is shown that small internal and/or external damping forces and/or smalt (as well as large) circulatory forces in general destabilize an otherwise stable gyroscopic conservative system. A condition for no destabilizing effects of these small forces is obtained, A concept of perfect system in elastic stability of nonconservative problems is also presented. An example problem is given for demonstration purposes.
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