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Wilhelm Rickert, M.Sc.
TU Berlin, Institut für Mechanik
Fachgebiet Kontinuumsmechanik und Materialtheorie
Fakultät V
z. H. Herrn Rickert
Einsteinufer 5
D-10587 Berlin
- Raum MS 308
- Tel.: 314-21160
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Reich, F.A., W. Rickert, O. Stahn, and W.H. Müller (2017). Magnetostriction of a sphere: stress development during magnetization and residual stresses due to the remanent field. Continuum Mechanics and Thermodynamics 29: 535 |
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Reich, F.A., W. Rickert, and W.H. Müller (2018). An investigation into electromagnetic force models: Differences in global and local effects demonstrated with selected problems. Continuum Mechanics and Thermodynamics. 30: 233 |
Innocent J., Macha, Besim Ben-Nissan, E.N. Vilchevskaya, A.S. Morozova, B.E. Abali, W.H. Müller and W. Rickert (2019). Drug Delivery From Polymer-Based Nanopharmaceuticals---An Experimental Study Complemented by Simulations of Selected Diffusion Processes. Frontiers in Bioengineering and Biotechnology 7 |
Rickert, W., E.N. Vilchevskaya, W.H. Müller (2019) A note on Couette flow of micropolar fluids according to Eringen's theory. Mathematics and Mechanics of Complex Systems. 7:25 |
Rickert W., S. Glane (2019) Cavity Flow of a Micropolar Fluid -- a Parameter Study. In: New Achievements in Continuum Mechanics and Thermodynamics. Advanced Structured Materials, vol 108. Springer |
Rickert W., W.H. Müller (2019) A Short Review of Electromagnetic Force Models for Matter - Theory and Experimental Evidence. In: Altenbach H., Öchsner A. (eds) State of the Art and Future Trends in Material Modeling. Advanced Structured Materials, vol 100. Springer |
W. Rickert, EN. Vilchevskaya, WH. Müller (2019) A note on couette flow of nematic crystals according to the Ericksen–Leslie theory. ZAMM;e201900035 |
SoSe 18: | - Grundlagen der Kontinuumstheorie II - Elastizität und Bruchmechanik |
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WiSe 18/19: | - Grundlagen der Kontinuumstheorie I - Grundlagen der Kontinuumstheorie III |
SoSe 19: | - Grundlagen der Kontinuumstheorie II - Elastizität und Bruchmechanik |
WiSeo 19/20 | - Grundlagen der Kontinuumstheorie I - Grundlagen der Kontinuumstheorie III |
Arbeitsvorlage (für Abschlussarbeiten und Projektberichte) |
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