Piezoelectric Multilayer Beam Bending Actuators [electronic resource] : Static and Dynamic Behavior and Aspects of Sensor Integration /
Ballas, Rüdiger G.author.
An important aim of the presented book is the explanation of the application of piezoelectric materials such as piezoceramics within the wide field of electromechanical actuators and sensor technology. The reader should be presented the physical and mechanical properties of piezoceramics in a distinct way. In a next step, the reader is introduced into the mechanical description of the static behavior of piezoelectric multilayer beam bending actuators. The description of the dynamic behavior of piezoelectric multilayered bending actuators is effected on the basis of Lagrange's formalism and Hamilton's principle. The achieved insights are used for the systematic development of the electromechanical circuit representation within the scope of the network theory for any design of piezoelectric bending actuators. The applications of piezoelectric multilayer beam bending actuators can be extended by means of special displacement sensors allowing for the compensation of effects such as hysteresis, creep and drift being typical for piezoelectric actuators. Within the scope of the presented book, two different sensor-actuator-systems are presented being based on an integrated capacitive and inductive displacement sensor, respectively. Analytical simulations of the static and dynamic behavior are compared to real measurement results of a specially developed piezoelectric multilayer beam bender. Here, the suitability of the developed theoretical aspects is shown in an outstanding way.
Description based upon print version of record.
Includes bibliographical references and index.
Focus of the Book -- Theoretical Aspects and Closed Form Analysis -- Piezoelectric Materials -- Linear Theory of Piezoelectric Materials -- Theory of the Static Behavior of Piezoelectric Beam Bending Actuators -- Piezoelectric Beam Bending Actuators and Hamilton's Principle -- Theory of the Dynamic Behavior of Piezoelectric Beam Bending Actuators -- Network Representation of Piezoelectric Multilayered Bending Actuators -- Measurement Setup and Validation of Theoretical Aspects -- Measurement Setup for Piezoelectric Beam Bending Actuators -- Measurements and Analytical Calculations -- Sensor Integration for Tip Deflection Measurements -- Piezoelectric Beam Bending Actuator with Integrated Sensor -- Tip Deflection Measurement - Capacitive Sensor Principle -- Tip Deflection Measurement - Inductive Sensor Principle -- Conclusion.
An important aim of the presented book is the explanation of the application of piezoelectric materials such as piezoceramics within the wide field of electromechanical actuators and sensor technology. The reader should be presented the physical and mechanical properties of piezoceramics in a distinct way. In a next step, the reader is introduced into the mechanical description of the static behavior of piezoelectric multilayer beam bending actuators. The description of the dynamic behavior of piezoelectric multilayered bending actuators is effected on the basis of Lagrange's formalism and Hamilton's principle. The achieved insights are used for the systematic development of the electromechanical circuit representation within the scope of the network theory for any design of piezoelectric bending actuators. The applications of piezoelectric multilayer beam bending actuators can be extended by means of special displacement sensors allowing for the compensation of effects such as hysteresis, creep and drift being typical for piezoelectric actuators. Within the scope of the presented book, two different sensor-actuator-systems are presented being based on an integrated capacitive and inductive displacement sensor, respectively. Analytical simulations of the static and dynamic behavior are compared to real measurement results of a specially developed piezoelectric multilayer beam bender. Here, the suitability of the developed theoretical aspects is shown in an outstanding way.
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Mechanics, Applied.
Optical materials.
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Power Electronics, Electrical Machines and Networks.
Electronics and Microelectronics, Instrumentation.
Complex Systems.
Control, Robotics, Mechatronics.
Theoretical and Applied Mechanics.
Optical and Electronic Materials.
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