This paper develops a general result on the stability of undamped linear multi-degree-of-freedom systems that are subjected to potential and circulatory forces. The result is a generalization of Merkin’s celebrated result on flutter instability in stable potential systems that are subjected to circulatory disturbances. Merkin’s result appears as a special case of the generalization obtained herein.
Stability of Dynamical Systems with Circulatory Forces: Generalization of the Merkin Theorem
AIAA Journal ; 55 , 9 ; 2853-2858
2017-09-01
Article (Journal)
Electronic Resource
English
Explicit Generalization of Lagrange's Equations for Hybrid Coordinate Dynamical Systems
Online Contents | 1993
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