Publications

Robin Trostorf, Enrique Morales-Orcajo, Tobias Siebert, and Markus Böl. Location- and layer-dependent biomechanical and microstructural characterisation of the porcine urinary bladder wall. In Tobias Siebert (Eds.), Journal of the Mechanical Behavior of Biomedical Materials, (115):104275, Elsevier BV, March 2021. [PUMA: Biaxial Layer Microstructure Smooth Tissue experiments muscle specific staining tension testing] URL

Mischa Borsdorf, Markus Böl, and Tobias Siebert. Influence of layer separation on the determination of stomach smooth muscle properties.. In Tobias Siebert (Eds.), Pflugers Arch, (473):911-920, June 2021. [PUMA: Contractile Force Organ Separated Stomach Uniaxial experiments layer length muscle properties relationship tensile velocity wall] URL

Andreas Schönbrunner, Nicola Haberbosch, Riccardo La Magna, Simon Schleicher, Julian Lienhard, and Jan Knippers. Design strategies for bending-active plate structures out of multiple cross-connected layers. Proceedings of the IASS Symposium 2015, 2015. [PUMA: 2015 bending-active cross-connected design from:petraheim haberbosch itke knippers layer lienhard magna multiple plate plate-structures schleicher schönbrunner strategies structure]

Andreas Schönbrunner, Nicola Haberbosch, Riccardo La Magna, Simon Schleicher, Julian Lienhard, and Jan Knippers. Design strategies for bending-active plate structures out of multiple cross-connected layers. Proceedings of the IASS Symposium 2015, 2015. [PUMA: 2015 bending-active cros-connected design haberbosch itke knippers layer lienhard magna multiple plate plate-structures schleicher schönbrunner strategies structure]

M. Kohr, C. Pintea, and Wolfgang L. Wendland. Dirichlet-transmission problems for pseudodifferential Brinkman operators on Sobolev and Besov spaces associated to Lipschitz domains in Riemannian manifolds. ZAMM - Journal of Applied Mathematics and Mechanics / Zeitschrift für Angewandte Mathematik und Mechanik, (93):446-458, 2013. [PUMA: Besov Brinkman Dirichlet-transmission Lipschitz Pseudodifferential Riemannian Sobolev and compact domains, from:mhartmann ians layer manifolds, operators, potential problem, spaces. vorlaeufig] URL