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Cooperation Projekt C2
Numerical Simulation and Material Characterization of Adaptive Material Composites
Coordinators:
Prof. Dr.-Ing. Reinhard LerchFriedrich-Alexander-University of Erlangen-Nuremberg
Chair of Sensorics
Paul-Gordan-Str. 3/5
D-91052 Erlangen
Telephone: +49-(0)9131/852-31 31
Telefax: +49-(0)9131/852-31 33
E-Mail: reinhard.lerch@lse.eei.uni-erlangen.de
PD Dr.-techn. habil. Manfred Kaltenbacher
Friedrich-Alexander-University of Erlangen-Nuremberg
Chair of Sensorics
Paul-Gordan-Str. 3/5
D-91052 Erlangen
Telephone: +49-(0)9131/852-31 31
Telefax: +49-(0)9131/852-31 33
E-Mail: manfred.kaltenbacher@lse.eei.uni-erlangen.de
A central application field for the adaptive material composites can be found in the active and passive vibration compensation. This mainly concerns the production of components that are preferably light and which additionally have high noise absorption and a low noise emission (during mechanical activation). This is to be realized by sensor-actuator systems integrated into the material by means of which active vibration compensation can be reached. For developing and optimizing such complex systems it requires a computer-assisted workplace enabling the highly precise stimulation from the mechanical vibration to the acoustical emission that also include the sensor-actuator systems. Since the concise description of the mechanical, piezoelectrical and electrical variables requires the solution of the underlying partial differential equation which cannot be solved analytically, efficient numerical arithmetic techniques for this coupled multi-body problem are necessary. Relying on a chair-developed finite elements method, specific finite elements are to be derived and implemented, by which the piezoelectrical composite materials can efficiently and accurately be modelled. This especially includes shell and fiber elements that correctly describe the critical non-linear features of the piezoceramics and its ambient passive materials. Finally, the FE method is to cover the entire chain “component – sensor – regulator – actuator” simultaneously. Particularly for describing the actuator, partially also the component, both the non-linear material laws and the geometrical non-linearities need to be considered.