Titlebook: Vibration Control of Active Structures; An Introduction André Preumont Textbook 2018Latest edition Springer International Publishing AG 201

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Piezoelectric Beam, Plate and Truss,. Next, Hamilton’s principle is applied to the piezoelectric Euler–Bernoulli beam, leading to the definition of the piezoelectric loads associated with the various electrode shapes when used as actuator (voltage driven) and a discussion of the laminar sensors (when associated with a charge amplifier

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Passive Damping with Piezoelectric Transducers,mined successively. The various ways of tuning the inductor (maximum stability and equal peak design) are carefully reviewed, and the robustness with respect to the shunt parameters is discussed. Next, the switch shunt is analyzed, leading to the technique known as synchronized switch damping on ind

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Collocated Versus Non-collocated Control, of the two-mass problem, the collocated and non-collocated control are compared. The robust stability (infinite gain margin) of the collocated case is pointed out. The use of a notch filter is briefly discussed, and its sensitivity to parameter uncertainty is highlighted. Next the case of a nearly

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Active Damping with Collocated System,chemes with guaranteed stability for various actuator and sensor types. The following controller are examined: Lead controller, Direct Velocity Feedback (DVF), Positive Position Feedback (PPF), Integral Force Feedback (IFF). The duality between the Lead and the IFF controller is discussed and the fo

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Optimal Control,deterministic and stochastic. A procedure is described which allows to prescribe a minimum degree of stability (alpha-shift). Next, the state reconstruction is discussed through the full state observer and the Kalman Filter, leading to the Linear Quadratic Gaussian (LQG). The duality between the LQR

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