Optimal piezo-actuator locations/lengths and applied voltage for shape control of beams von Jr, J C Bruch, Sloss, J M, Adali, S, Sadek, I S

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Placement of Multiple Piezo Patch Sensors and Actuators for a Cantilever Beam to Maximize Frequencies and Frequency Gaps von Spier, C., Bruch, J.C., Sloss, J.M., Adali, S., Sadek, I.S.

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Analytic and Finite Element Solutions for Active Displacement Feedback Control using PZT Patches von Spier, C., Bruch, J.C., Sloss, J.M., Adali, S., Sadek, I.S.

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Vibration damping in beams via piezo actuation using optimal boundary control von Lara, A., Bruch, J.C., Sloss, J.M., Sadek, I.S., Adali, S.

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Piezo patch sensor/actuator control of the vibrations of a cantilever under axial load von Sloss, J.M., Bruch, J.C., Sadek, I.S., Adali, S.

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Feedback control of vibrating plates using piezoelectric patch sensors and actuators von Sadek, I.S., Bruch, J.C., Sloss, J.M., Adali, S.

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Instantaneous Optimal Control of Seismically-Excited Structures Using a Maximum Principle von Tarantino, J., Bruch, J. C., Sloss, J. M.

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Orthotropic piezoelectric patches for control of symmetric laminates via an integral equation von Adali, S., Sadek, I.S., Bruch, J.C., Sloss, J.M.

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Optimal Control of Structural Dynamic Systems in One Space Dimension Using a Maximum Principle von Sloss, J. M., Sadek, I. S., Bruch, J. C., Adali, S.

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Robust shape control of beams with load uncertainties by optimally placed piezo actuators von Adali, S., Bruch Jr, J.C., Sadek, I.S., Sloss, J.M.

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Modified bang-bang piezoelectric control of vibrating beams von Jr, John C Bruch, Sloss, James M, Adali, Sarp, Sadek, Ibrahim S

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Integral Equation Approach for Beams with Multi-Patch Piezo Sensors and Actuators von Sloss, J. M., Bruch, J. C., Sadek, I. S., Adali, S.

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A maximum principle approach to optimal control for one-dimensional hyperbolic systems with several state variables von Bruch, J.C., Sadek, I.S., Adali, S., Sloss, J.M.

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Optimal Vibration Quenching for an Euler–Bernoulli Beam von Sloss, J.M., Bruch, J.C., Kao, C.C.

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A Maximum Principle for Optimal Boundary Control of Multiply-Connected Vibrating Plates von Sloss, J.M., Bruch, J.C., Sadek, I.S., Adali, S.

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An Integral Equation Approach for Shape Optimization of Plate Piezoelectric Patch von Zhang, J., Bruch, J. C., Sloss, J. M.

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Optimal distributed control of transverse vibration of a plate von Bazezew, A., Bruch, J.C., Sloss, J.M.

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STRUCTURAL CONTROL OF THERMOELASTIC BEAMS FOR VIBRATION SUPPRESSION von Bruch, J. C., Adali, S., Sadek, I. S., Sloss, J. M.

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A Maximum Principle for Optimal Control Using Spatially Distributed Pointwise Controllers von Sadek, I.S., Sloss, J.M., Adali, S., Bruch, J.C.

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Integrated Design and Control of Laminated Hybrid Plates with Dynamic Response and Buckling Objectives von Sadek, I.S., Sloss, J.M., Adali, S., Bruch, J.C.

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