Friesen, O., Pasha, M. A., Schwengelbeck, M., Claes, L., Baumhögger, E., &; Henning, B. (2024). Untersuchung piezoelektrischer Materialeigenschaften unter hydrostatischer Last. Fortschritte der Akustik - DAGA 2024, 1117–1120.
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Koch, K., Claes, L., Jurgelucks, B., Meihost, L., &; Henning, B. (2024). Inverses Verfahren zur Identifikation piezoelektrischer Materialparameter unterstützt durch neuronale Netze. In D. Gesellschaft für Akustik e.V. (Ed.), Fortschritte der Akustik - DAGA 2024 (pp. 1113–1116).
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Koch, K., Friesen, O., &; Claes, L. (2024). Randomised material parameter impedance dataset of piezoelectric rings. zenodo.https://doi.org/10.5281/ZENODO.11207806 
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DOI: 10.5281/ZENODO.11207806

Koch, K., &; Claes, L. (2024). Randomised material parameter piezoelectric impedance dataset with structured electrodes. zenodo.https://doi.org/10.5281/ZENODO.11064206 
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Claes, L., Feldmann, N., Schulze, V., Meihost, L., Kuhlmann, H., Jurgelucks, B., Walther, A., &; Henning, B. (2023). Inverse procedure for measuring piezoelectric material parameters using a single multi-electrode sample. Journal of Sensors and Sensor Systems, 12(1), 163–173.https://doi.org/10.5194/jsss-12-163-2023 
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DOI: 10.5194/jsss-12-163-2023

Claes, L., Meihost, L., &; Jurgelucks, B. (2023). Inverse procedure for the identification of piezoelectric material parameters supported by dense neural networks.
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Jurgelucks, B. (2023). Parameter Identification of Piezoelectrics improved by Neural Networks.
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Kuess, R. (2023). Parameter identification in piezoelectricity based on all-at-once and reduced regularization.
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Scheidemann, C., Hemsel, T., Friesen, O., Claes, L., &; Sextro, W. (2023). Influence of Temperature and Pre-Stress on the Piezoelectric Material Behavior of Ring-Shaped Ceramics. 7th International Conference on Advanced Electromaterials (ICAE 2023), Jeju, Korea.
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Scheidemann, C., Hemsel, T., Friesen, O., Claes, L., &; Sextro, W. (2023). Influence of Temperature and Pre-Stress on the Piezoelectric Material Behavior of Ring-Shaped Ceramics. International Conference on Functional Materials &; Devices 2023 (ICFMD 2023), Incheon, Korea.
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Claes, L., Feldmann, N., Schulze, V., Jurgelucks, B., Walther, A., &; Henning, B. (2022). Identification of piezoelectric material parameters using optimised multi-electrode specimens. Fortschritte Der Akustik - DAGA 2022, 1326–1329.
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Friesen, O., Claes, L., Feldmann, N., &; Henning, B. (2022). Estimation of piezoelectric material parameters of ring-shaped specimens.
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Schulze, V., Schmidt, S., Jurgelucks, B., Feldmann, N., &; Claes, L. (2021). Optimal experiment design with respect to electrode configurations for a piezoelectric problem.
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Feldmann, N., Schulze, V., Claes, L., Jurgelucks, B., Meihost, L., Walther, A., &; Henning, B. (2021). Modelling damping in piezoceramics: A comparative study. Tm - Technisches Messen, 88(5), 294–302.https://doi.org/10.1515/teme-2020-0096 
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Claes, L., Feldmann, N., Jurgelucks, B., Schulze, V., Schmidt, S., Walther, A., &; Henning, B. (2021). Optimised Multi-Electrode Topology for Piezoelectric Material Characterisation. 237–238.https://doi.org/10.5162/SMSI2021/A10.1 
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Schulze, V., Schmidt, S., Jurgelucks, B., Feldmann, N., &; Claes, L. (2021). Piezoelectric BC Modeling for Electrode Shapes with OED.
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Feldmann, N. (2021).   Ein modellbasiertes Messverfahren zur Charakterisierung von Piezokeramiken unter Verwendung eines einzelnen scheibenförmigen Probekörpers. Universität Paderborn.https://doi.org/10.17619/UNIPB/1-1264 
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Feldmann, N., Schulze, V., Claes, L., Jurgelucks, B., Walther, A., &; Henning, B. (2020). Inverse piezoelectric material parameter characterization using a single disc-shaped specimen. Tm - Technisches Messen, 50–55.https://doi.org/10.1515/teme-2020-0012 
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Dreiling, D., Feldmann, N., &; Henning, B. (2019). A DC bias approach to the characterisation of non-linear material parameters of piezoelectric ceramics. 20. GMA/ITG-Fachtagung Sensoren und Messsysteme 2019, Nürnberg.https://doi.org/10.5162/sensoren2019/5.1.2 
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Jurgelucks, B., Schulze, V., Feldmann, N., &; Claes, L. (2019). Arbitrary sensitivity for inverse problems in piezoelectricity.
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