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Non-conservative beating in sliding friction affected systems: transient amplification of vibrational energy and a technique to determine optimal initial conditions

机译:滑动摩擦影响系统中的非保守跳动:振动能量的瞬时放大和确定最佳初始条件的技术

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摘要

Systems with friction are non-conservative as a consequence of the fundamental character of friction as a physical phenomenon: usually friction is associated with dissipative effects, but sometimes also with self-excitation. The present paper deals with the effect that sliding friction has on beating phenomena, which are very common in multidimensional systems with imperfect symmetries. It turns out that sliding friction has a significant influence on the energy budget of beating states, it may even lead to substantial transient amplification of the total vibrational energy. After describing the phenomenon a technique is provided to determine the initial conditions leading to optimal transient amplification of vibrational energy in sliding friction affected beating oscillations. Also intuitive as well as formal explanations for the effect's mechanism are given.
机译:由于摩擦作为一种物理现象的基本特征,具有摩擦的系统是非保守的:通常,摩擦与耗散效应相关,但有时也与自激相关。本文讨论了滑动摩擦对跳动现象的影响,这种现象在具有不完美对称性的多维系统中非常普遍。事实证明,滑动摩擦对跳动状态的能量收支有显着影响,甚至可能导致总振动能量的显着瞬态放大。在描述了现象之后,提供了一种确定初始条件的技术,该初始条件导致在滑动摩擦影响的拍打振动中振动能量的最佳瞬态放大。还给出了作用机理的直观解释和正式解释。

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