Franziska Warmuth

Mrs. Franziska Warmuth

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Research Focus & Metrics

Academic Career Length

12Years (2015-Present)

(Calculated once Scilit publication data is synced: current year − year of first publication + 1)

Representative Publications

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30 December 2016 in Smart Materials and Structures
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FWFranziska Warmuth
Franziska Warmuth
FOFuad Osmanlic
Fuad Osmanlic
LALucas Adler
Lucas Adler
MLMatthias A Lodes
Matthias A Lodes
Carolin KoernerCarolin Koerner
Carolin Koerner

2 December 2015 in Materials
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FWFranziska Warmuth
Franziska Warmuth
Carolin KoernerCarolin Koerner
Carolin Koerner
The static and dynamic mechanical behaviour of cellular materials can be designed by the architecture of the underlying unit cell. In this paper, the phononic band structure of 2D and 3D cellular structures is investigated. It is shown how the geometry of the unit cell influences the band structure and eventually leads to full band gaps. The mechanism leading to full band gaps is elucidated. Based on this knowledge, a 3D cellular structure with a broad full band gap is identified. Furthermore, the dependence of the width of the gap on the geometry parameters of the unit cell is presented.

23 September 2017 in Applied Physics A
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MWMaximilian Wormser
Maximilian Wormser
FWFranziska Warmuth
Franziska Warmuth
Carolin KoernerCarolin Koerner
Carolin Koerner
Cellular materials not only show interesting static properties, but can also be used to manipulate dynamic mechanical waves. In this contribution, the existence of phononic band gaps in periodic cellular structures is experimentally shown via sonic transmission experiment. Cellular structures with varying numbers of cells are excited by piezoceramic actuators and the transmitted waves are measured by piezoceramic sensors. The minimum number of cells necessary to form a clear band gap is determined. A rotation of the cells does not have an influence on the formation of the gap, indicating a complete phononic band gap. The experimental results are in good agreement with the numerically obtained dispersion relation.