Vibration Control of Active Structures: An Introduction

By André Preumont. 2018

1,267 citations recorded by the source corpus.

Subfields: Civil and Structural Engineering, Control and Systems Engineering, Mechanical Engineering

View Paper: https://www.semanticscholar.org/paper/729b99c96b5387774f43277839d5e7dc3927473f

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In Civil and Structural Engineering

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In Mechanical Engineering

Citations in the corpus

Piezoelectric coupling in energy-harvesting fluttering flexible plates: linear stability analysis and conversion efficiency (2011, background): “reversed, and the charge displacement across a piezoelectric patch is obtained as [35, 36]:”
Joint state and parameter estimation for distributed mechanical systems (2008, methodology): “In particular, collocated feedback is known to provide very effective stabilization strategies, both from theoretical (see [2] and references therein) and engineering perspectives [33], including with very “low-cost” (in terms of computations involved) feedback operators that can be directly used as”
Optimal Vibration Control of Vehicle Engine-Body System using Haar Functions (2006, methodology): “A variety of control techniques, such as PID or Lead-Lag compensation, LQG/H2, H∞, μ -synthesis and feedforward control have been used in active vibration systems [5,9,11-20].”
Hybrid Active-Passive Damping Treatments Using Viscoelastic and Piezoelectric Materials: Review and Assessment (2002, methodology): “It is well-known that, for collocated actuators and sensors, even simple systems like proportional or derivative feedbacks lead to stable systems (Preumont, 1997). For this reason, self-sensing actuators (Dosch, Inman, andGarcia, 1992) are interesting for active vibration control although they are n”
Integral resonant control of collocated smart structures (2007, neutral): “• Simple integrator C(s) = −γ s : Integral control has been extensively researched and documented [ 17 ].”
Optimization Criteria for Optimal Placement of Piezoelectric Sensors and Actuators on a Smart Structure: A Technical Review (2010, background): “…¼ KcX̂c: ð2:49Þ If Xc and Xr are the state variables and ec ¼ Xc X̂c then the interaction between control system and the residual modes is given by (Preumont, 2002): _Xc _ec _Xr 2 4 3 5 ¼ Ac BcKc BcKc 00 Ac LcCc LcCr BrKc BrKc Ar 2 4 3 5 Xcec Xr 2 4 3 5: ð2:50Þ BrKc and LcCr terms are the…”