Vibration and Control of Mechanical Systems: Presented at the 1993 ASME Design Technical Conferences, 14th Biennial Conference on Mechanical Vibration and Noise, Albuquerque, New Mexico, September 19-22, 1993Chin An Tan, Lawrence A. Bergman These papers, presented at the 14th Biennial ASME Conference on Vibration and Noise, held in Albuquerque, New Mexico, September 1993, represent a cross-section of the many directions that researchers are currently pursuing in characterizing and controlling the response of distributed parameter syste |
Contents
VIBRATION AND CONTROL OF DISTRIBUTED PARAMETER SYSTEMS | 1 |
CONTROL OF STRUCTURES | 77 |
Author Index | 275 |
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acceleration active control active dynamic absorber active vibration control amplitude analysis angular position antenna applied axial bending boring bar boundary conditions closed-loop coefficient component computed control law control system Coulomb friction cutting damper damping ratio DE-Vol design variables distributed Distributed Parameter Systems eigenvalues elastic Engineering experimental feedback control feedback gain filter finite element flexible force frequency response full state feedback Green's function input interaction inverse dynamic J₁ linear loss factor magnetization mass matrix method milling extension modal sensor mode shape motor multibody natural frequencies nonlinear feedback objective function obtained optimum design orthogonal output parameters performance phase piezoceramic piezoelectric actuators piezoelectric pusher plate problem reluctance torque rotor segment semiactive shown in Figure simulation slewing angle slot width spatial speed stability stator slot stiffness structure struts Tip displacement torsion transfer function transient values vector Vibration and Control voltage Young's modulus zero