Titlebook: Dynamic Stability and Bifurcation in Nonconservative Mechanics; Davide Bigoni,Oleg Kirillov Book 2019 CISM International Centre for Mechan

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護航艦

調(diào)整校對

Some Surprising Conservative and Nonconservative Moments in the Dynamics of Rods and Rigid Bodies, equations of motion and the Newton–Euler equations of motion. A variant on the Lagrange top and a satellite dynamics problem are presented to illustrate some of the key concepts discussed in the paper.

擴大

0254-1971 modern mathematical techniques motivated by a broad variety The book offers a unified view on classical results and recent advances in the dynamics of nonconservative systems. The theoretical fundamentals are presented systematically and include: Lagrangian and Hamiltonian formalism, non-holonomic c

外向者

聲明

聲明

Classical Results and Modern Approaches to Nonconservative Stability,flutter and divergence, reversible- and Hamiltonian-Hopf bifurcation, Krein signature, modes and waves of positive and negative energy, dissipation-induced instabilities, destabilization paradox, influence of structure of forces on stability and stability optimization.

CODA

Die Datenbasis: RCS und Medieninhaltsanalyseow to obtain a tangential follower load in a structure by exploiting Coulomb friction and it is shown that structures working in a flutter condition can reach a limit cycle, in which they behave as self-oscillating devices.

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北京人起源

Die Datenbasis: RCS und Medieninhaltsanalyse equations of motion and the Newton–Euler equations of motion. A variant on the Lagrange top and a satellite dynamics problem are presented to illustrate some of the key concepts discussed in the paper.