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Liesche, G.; Schack, D.; Sundmacher, K.: The FluxMax Approach for Simultaneous Process Synthesis and Heat Integration: Production of Hydrogen Cyanide. (angenommen)
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Antoulas, A. C.; Zhu, B.; Zhang, Q.; York, B.; O'Malley, B. W.; Dacso, C. C.: A novel mathematical method for disclosing oscillations in gene transcription: A comparative study. PLoS ONE 13 (9), e0198503 (2018)
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Venayak, N.; Kamp von, A.; Klamt, S.; Mahadevan, R.: MoVE identifies metabolic valves to switch between phenotypic states. Nature Communications 9, 5332 (2018)
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Sascha Young Kupke, Dietmar Riedel, Timo Frensing, Pawel Zmora, Udo Reichl
A novel type of influenza A virus-derived defective interfering particle with nucleotide substitutions in its genome
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Melnikov, S.; Stein, M.: Solvation and Dynamics of CO2 in Aqueous Alkanolamine Solutions. ACS Sustainable Chemistry & Engineering 7 (1), S. 1028 - 1037 (2019)
6.
Münzberg, S.; Vu, T. G.; Seidel-Morgenstern, A.: Generalizing Countercurrent Processes: Distillation and Beyond. Chemie-Ingenieur-Technik 90 (11), S. 1769 - 1781 (2018)
7.
Benner, P.; Qiu, Y.; Stoll, M.: Low-Rank Eigenvector Compression of Posterior Covariance Matrices for Linear Gaussian Inverse Problems. SIAM/ASA Journal on Uncertainty Quantification 6 (2), S. 965 - 989 (2018)

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Mit hochrangigen Wissenschaftlerinnen und Wissenschaftlern aus renommierten Forschungseinrichtungen deutschland- und weltweit.

MPI Kolloquiumsreihe 2019

Mit hochrangigen Wissenschaftlerinnen und Wissenschaftlern aus renommierten Forschungseinrichtungen deutschland- und weltweit. [mehr]

Willkommen am Max-Planck-Institut Magdeburg

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Kolloquium

652 1434548665

MPI Kolloquiumsreihe: Mesh moving methods for multiphase problems

Multiphase flows including strong interface effects like surface tension have a wide range of applications. How to represent the geometry (i.e. the free boundary) constitutes the main design decision for a solution strategy for this type of problems. We review certain strategies with an emphasis on so called mesh moving methods. Several real world applications are presented that are solved effectively by this mesh moving method. In the presentation the ingredients of the methods like ALE, node doubling and subspace projection method are discussed. [mehr]

 
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