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Response and stability analysis of a two-spool aero-engine rotor system undergoing multi-disk rub-impact

拓本 非线性系统 转子(电动) 振动 控制理论(社会学) 偏转(物理) 直升机旋翼 有限元法 结构工程 运动方程 机械 工程类 计算机科学 物理 机械工程 经典力学 声学 量子力学 人工智能 控制(管理)
作者
K. Prabith,I. R. Praveen Krishna
出处
期刊:International Journal of Mechanical Sciences [Elsevier BV]
卷期号:213: 106861-106861 被引量:69
标识
DOI:10.1016/j.ijmecsci.2021.106861
摘要

The main aim of this paper is to propose a numerical procedure for capturing the nonlinear dynamic characteristics of a two-spool aero-engine rotor system undergoing multi-disk rub-impact. In aero-engines, the possibility for the multi-disk rub-impact is high during the fan blade-out (FBO) event and subsequent windmilling action. It intensifies the nonlinear effects on the rotor vibrations and leads to certain undesired circumstances in the engine. The dual-rotor model consists of multi-stage compressors and single-stage turbines that undergo rubbing whenever their deflection exceeds the clearance. The dynamic model of the dual-rotor system is constructed using the tapered Timoshenko beam elements, rigid disks and rolling contact bearings. A proper model reduction technique based on component mode synthesis coupled with the Craig-Bampton substructuring is utilized to reduce the size of the finite element model. A semi-analytic technique called the approximate time variational method is employed to investigate the steady-state response of the system under multi-disk rub impact. Based on the proposed method, the response characteristics of the model are obtained and are verified with the numerical integration results. Compared to the single-disk rub-impact, the nonlinearities are intensified and significant variations are observed in the response characteristics and stability of the system. Period-5, quasi-periodic, and dry friction backward whirl motions are observed in the response for different values of the system parameters. During quasi-periodic motion, some unknown fractional components such as 0.716ω1, 0.766ω1, 0.916ω1 and 0.964ω1 are appeared in the response. Moreover, the dry friction backward whirl happened with a very large amplitude and it contains a superharmonic frequency component in the response.
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