阻尼器
情态动词
阻尼转矩
阻尼比
控制理论(社会学)
频域
谐波平衡
模态试验
模态分析
振动
物理
模式(计算机接口)
阻尼矩阵
职位(财务)
谐波
机械
结构工程
数学分析
工程类
非线性系统
数学
计算机科学
声学
材料科学
电压
经济
有限元法
财务
刚度矩阵
感应电动机
高分子化学
量子力学
控制(管理)
直接转矩控制
操作系统
人工智能
作者
Vincent Kulke,Georg‐Peter Ostermeyer,Mathias Tergeist,Andreas Hohl
标识
DOI:10.1115/imece2019-10576
摘要
Abstract In this article, friction-based damping principles and their suitability for dampening self-excited torsional oscillations in drill strings are investigated. Analytical and semi-analytical solutions based on a modally reduced model are derived by approximating the dynamic behavior with the Harmonic Balance method. The results are validated through time-domain simulations, and limitations of the method are shown. The method enables consideration of the damper position that determines the local amplitudes experienced by the damper. In analytical solutions, the damper location is represented by the local value of the mass-normalized mode shape. The analytical approach can be used to calculate and optimize an equivalent damping ratio for every torsional mode based on the parameters and placement of the friction damper. The provided damping can then be used to estimate the stability of critical torsional modes.
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