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首页> 外文期刊>Journal of Sound and Vibration >Active vibration suppression of a novel airfoil model with fractional order viscoelastic constitutive relationship
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Active vibration suppression of a novel airfoil model with fractional order viscoelastic constitutive relationship

机译:具有分数达粘弹性本构型关系的新型翼型模型的主动振动抑制

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This paper aims to investigate the active vibration suppression of a fractional two-degreeof-freedom viscoelastic airfoil (TDOFVA) model with a harmonic external force by means of the sliding mode control (SMC) scheme. The viscoelastic behavior is described as a fractional-order derivative, leading to a new fractional TDOFVA model. Subsequently, an averaging technique is extended to derive the amplitude-frequency relations, and its correctness is verified by Monte Carlo simulations. In addition, effects of the system parameters on the dynamics are explored. To achieve a vibration suppression, we convert the TDOFVA system into a series of fractional-order differential equations. Then, a SMC strategy is employed, in which a fractional-order integral sliding surface is presented and asymptotical stability analysis of the SMC is performed. Several numerical results are presented to illustrate the performances of the proposed SMC scheme, which indicate that the given SMC methodology is effective to realize a vibration suppression of the TDOFVA model. (C) 2018 Elsevier Ltd. All rights reserved.
机译:本文旨在通过滑动模式控制(SMC)方案来研究具有谐波外力的分数两度自由粘弹性翼型(TDOFVA)模型的主动振动抑制。粘弹性行为被描述为分数阶衍生物,导致新的分数TDOFVA模型。随后,扩展了平均技术以导出幅度频率关系,并且通过蒙特卡罗模拟验证其正确性。此外,还探讨了系统参数对动态的影响。为了实现振动抑制,我们将TDOFVA系统转换为一系列分数级微分方程。然后,采用SMC策略,其中提出了分数级整体滑动表面,并且执行SMC的渐近稳定性分析。提出了几个数值结果以说明所提出的SMC方案的性能,这表明给定的SMC方法是有效实现TDOFVA模型的振动抑制。 (c)2018年elestvier有限公司保留所有权利。

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