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Modeling and Simulation of Piezoelectrically Agitated Acoustic Streaming on Microfluidic Bio-chips

H. Antil, A. Gantner, R. Hoppe, D. K�ster, K. Siebert, and A. Wixforth. Domain Decomposition Methods in Science and Engineering XVII, volume 60 of Lecture Notes in Computational Science and Engineering, page 305-312. Springer, (2008)
DOI: 10.1007/978-3-540-75199-1_36

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Univ. -Prof. Dr. Kunibert Gregor Siebert University of Stuttgart

G. Daiß

Christian Siebert University of Stuttgart

G. Wagner

Univ. -Prof. Dr. phil. habil. Tobias Siebert University of Stuttgart

Other publications of authors with the same name

Analysis of Adaptive Finite Elements for Constrained Optimal Control ProblemsK. Kohls, A. Rösch, and K. Siebert. (2010)On a Unified Visualization Approach for Data from Advanced Numerical MethodsM. Rumpf, A. Scmidt, and K. Siebert. Visualization in Scientific Computing '95, page 35-44. Springer, (1995)An Adaptive Finite Element Method for Minimal SurfacesW. Dörfler, and K. Siebert. Geometric Analysis and Nonlinear Partial Differential Equations, page 146-175. Springer, (2003)Design of adaptive finite element software : the finite element toolbox ALBERTAA. Schmidt, and K. Siebert. Lecture notes in computational science and engineering Springer, Berlin, (2005)Simulation of Industrial Crystal Growth by the Vertical Bridgman MethodS. Boschert, A. Schmidt, K. Siebert, E. Baensch, G. Dziuk, K. Benz, and T. Kaiser. Mathematics - Key Technology for the Future : Joint Projects between Universities and Industry, Springer, Berlin, (2003)A Posteriori Error Estimation for Nonlinear Problems by Duality TechniquesE. Bänsch, and K. Siebert. Preprintserie des Mathematischen Instituts Mathematics Department, University of Freiburg, Freiburg, (1995)A Unilaterally Constrained Quadratic Minimization with Adaptive Finite ElementsK. Siebert, and A. Veeser. SIAM Journal on Optimization, 18 (1): 260-289 (2007)Numerical Simulation of Crystal Growth by the Vertical Bridgman MethodS. Boschert, A. Schmidt, and K. Siebert. Modelling of Transport Phenomena in Crystal Growth, 6, WIT Press, Southampton, (2000)A posteriori estimators for the h - p version of the finite element method in 1DA. Schmidt, and K. Siebert. Applied numerical mathematics, 35 (1): 43-66 (2000)A basic convergence result for conforming adaptive finite element methodsP. Morin, K. Siebert, and A. Veeser. Oberwolfach Reports, 4, 3, page 2007,29; 1705-1708. Oberwolfach-Walke, Mathematisches Forschungsinst., (2007)