Effect of parameter mismatch and dissipative coupling on amplitude death regime in a coupled nonlinear aeroelastic system

被引:3
|
作者
Raj, Arvind [1 ]
Raaj, Ashwad [1 ]
Venkatramani, J. [1 ]
Mondal, Sirshendu [2 ]
机构
[1] Shiv Nadar Univ, Dept Mech Engn, Greater Noida 203207, India
[2] NIT Durgapur, Dept Mech Engn, Durgapur 713209, India
关键词
ACTIVE VIBRATION CONTROL; INTERMITTENCY ROUTE; FLUTTER; SYNCHRONIZATION; PREDICTION; PRECURSOR; AIRFOIL;
D O I
10.1063/5.0070177
中图分类号
O29 [应用数学];
学科分类号
070104 ;
摘要
Amplitude death (AD) has been recently identified as a phenomenon that can be exploited to stop unwanted large amplitude oscillations arising from instabilities in engineering systems. These oscillations are a consequence of the occurrence of dynamic instability, for example, the flutter instability, which results in the manifestation of sustained limit cycle oscillations. Recent studies have demonstrated amplitude death in coupled aeroelastic systems with identical parameters using suitable reactive coupling. Deriving impetus from the same, the dynamical signatures of coupled non-identical aeroelastic systems under a variety of coupling characteristics are investigated in the present study. The coupling characteristics between the individual airfoils here are assumed to possess both reactive and dissipative terms and are represented via a linear torsional spring and a damper, respectively. Explicit parameter mismatch is introduced via the use of different structural parameters such as frequency ratio and air-mass ratio for the individual airfoils. We demonstrate that a nonlinear coupled aeroelastic system with parameter mismatch and combined coupling characteristics gives rise to broader regimes of AD in aeroelastic systems. Specifically, the possibility of encountering large amplitude oscillations, usually found with pure reactive coupling can be avoided by adding a dissipative coupling term. On introducing dissipative coupling, the regime of AD was found to increase substantially, for both identical and non-identical scenarios, which in turn aids in serving as an effective tool to be developed further toward the application of flutter instability suppression.
引用
收藏
页数:11
相关论文
共 22 条
  • [1] Investigating amplitude death in a coupled nonlinear aeroelastic system
    Raaj, Ashwad
    Mondal, Sirshendu
    Jagdish, Venkatramani
    INTERNATIONAL JOURNAL OF NON-LINEAR MECHANICS, 2021, 129
  • [2] Effect of parameter mismatch and time delay interaction on density-induced amplitude death in coupled nonlinear oscillators
    Sharma, Amit
    Suresh, K.
    Thamilmaran, K.
    Prasad, Awadhesh
    Shrimali, Manish Dev
    NONLINEAR DYNAMICS, 2014, 76 (03) : 1797 - 1806
  • [3] Effect of time-delay and dissipative coupling on amplitude death in coupled thermoacoustic oscillators
    Thomas, Nevin
    Mondal, Sirshendu
    Pawar, Samadhan A.
    Sujith, R. I.
    CHAOS, 2018, 28 (03)
  • [4] Transition to Amplitude Death in Coupled System with Small Number of Nonlinear Oscillators
    Chen Hai-Ling
    Yang Jun-Zhong
    COMMUNICATIONS IN THEORETICAL PHYSICS, 2009, 51 (03) : 460 - 464
  • [5] Amplitude death in nonlinear oscillators with indirect coupling
    Sharma, Amit
    Sharma, Pooja Rani
    Shrimali, Manish Dev
    PHYSICS LETTERS A, 2012, 376 (18) : 1562 - 1566
  • [6] Effects of frequency mismatch on amplitude death in delay-coupled oscillators
    Mizukami, Shinsuke
    Konishi, Keiji
    Sugitani, Yoshiki
    Kouda, Takahiro
    Hara, Naoyuki
    PHYSICAL REVIEW E, 2021, 104 (05)
  • [7] Amplitude death: The emergence of stationarity in coupled nonlinear systems
    Saxena, Garima
    Prasad, Awadhesh
    Ramaswamy, Ram
    PHYSICS REPORTS-REVIEW SECTION OF PHYSICS LETTERS, 2012, 521 (05): : 205 - 228
  • [8] Probabilistic parameter estimation of a fluttering aeroelastic system in the transitional Reynolds number regime
    Khalil, Mohammad
    Poirel, Dominique
    Sarkar, Abhijit
    JOURNAL OF SOUND AND VIBRATION, 2013, 332 (15) : 3670 - 3691
  • [9] Amplitude death in a ring of nonidentical nonlinear oscillators with unidirectional coupling
    Ryu, Jung-Wan
    Kim, Jong-Ho
    Son, Woo-Sik
    Hwang, Dong-Uk
    CHAOS, 2017, 27 (08)
  • [10] Amplitude Death: The cessation of oscillations in coupled nonlinear dynamical systems
    Saxena, Garima
    Punetha, Nirmal
    Prasad, Awadhesh
    Ramaswamy, Ram
    INTERNATIONAL CONFERENCE ON COMPLEX PROCESSES IN PLASMAS AND NONLINEAR DYNAMICAL SYSTEMS, 2014, 1582 : 158 - 171