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Technische Universität München

Dr.-Ing. Anh-Tu Vuong

Contact

  • Room 1236
  • Email: anh-tu.vuong@tum.de
  • Phone: +49-89-289-15237
  • Office hours: by arrangement

 

Teaching

  • Nichtlineare Kontinuumsmechanik (WS 11/12, WS 12/13, WS 13/14)
  • Praktische Softwareentwicklung für komplexe Simulationsumgebungen im Ingenieurwesen (WS 19/20, SS 20, WS 20/21)

Research Interests

 

Articles in Peer-Reviewed International Journals

  • Kremheller, J., Vuong, A.-T., Schrefler, B. A., Wall, W. A. (2019): An approach for vascular tumor growth based on a hybrid embedded/homogenized treatment of the vasculature within a multiphase porous medium model, International Journal for Numerical Methods in Biomedical Engineering, available online, DOI
  • Kremheller, J., Vuong, A.-T., Yoshihara, L., Wall, W. A., Schrefler, B. A. (2018): A monolithic multiphase porous medium framework for (a-)vascular tumor growth, Computer Methods in Applied Mechanics and Engineering, 340:657-683, DOI
  • Rauch AD, Vuong A‐T, Yoshihara L, Wall WA. (2018): A coupled approach for fluid saturated poroelastic media and immersed solids for modeling cell‐tissue interactions. Int J Numer Meth Biomed Engng. 2018;e3139. doi.org/10.1002/cnm.3139
  • Vuong A.-T., Rauch A.D., Wall W.A.; A biochemo-mechano coupled, computational model combining membrane transport and pericellular proteolysis in tissue mechanics; Proc. R. Soc. A 473:20160812; doi:10.1098/rspa.2016.0812 (published March 8, 2017)
  • Farah, P., Vuong, A.T., Wall, W.A., Popp, A. (2016): Volumetric coupling for multiphysics on non-matching meshes, International Journal for Numerical Methods in Engineering, dx.doi.org/10.1002/nme.5285
  • Vuong, A.-T., Ager, C., Wall, W.A. (2016): Two finite element approaches for Darcy and Darcy-Brinkman flow through deformable porous media - Mixed method vs. NURBS based (isogeometric) continuity, Computer Methods in Applied Mechanics and Engineering, 305,634–657
  • Vuong, A.-T., Yoshihara, L., Wall, W.A. (2015): A general approach for modeling interacting flow through porous media under finite deformations, Computer Methods in Applied Mechanics and Engineering, 283, 1240 - 1259

Peer-Reviewed Proceedings Articles

  • Rauch A.D., Vuong A.-T., Yoshihara L., Wall W.A. (2015): "A Novel Framework for a Comprehensive Computational Model for Mesenchymal Cell Migration in 3D Tissues", 4th International Conference on Computational and Mathematical Biomedical Engineering, June 29 - July 1, France
  • Rauch A.D., Vuong A.-T., Yoshihara L., Wall W.A. (2017): "Towards a Comprehensive Computational Framework for the Finite Element Simulation of Biochemo-Mechano Coupled Processes during Cell Migration", ECCOMAS Thematic Conference on Multiscale Problems in Biomechanics and Mechanobiology, September 11-13, 2017, Vienna (Austria)

International Conference Proceedings and Abstracts

  • Vuong, A.-T., Yoshihara, L., Wall (2015), Mixed method vs. NURBS based continuity: two finite element approaches for Darcy and Darcy-Brinkman flow in deformable porous media including multi-scalar convection-diffusion-reaction processes, COUPLED PROBLEMS 2015, Venice, Italy, May 18 - 20
  • Vuong, A.-T., A. Rauch, Yoshihara, L., Wall (2014), Towards a Comprehensive Computational Model for 3D Single Cell Migration and Cell-ECM-Interaction, World Conference on Biomechanics, Boston, July 6-11
  • Vuong, A.-T., Yoshihara, L., Wall (2013): Finite element approaches for modeling porous flow structure interaction under finite deformations, 5th GACM Colloquium on Computational Mechanics, Hamburg-Harburg, Germany, September 30 - Oktober 2, 2013
  • Vuong, A.-T., Yoshihara, L., Wall, W.A. (2013): A general approach for modeling porous flow structure interaction under finite deformations including passive scalar transport. COUPLED PROBLEMS 2013, Ibiza, Spain, June 17 - 19

PhD Thesis

  • Vuong, A.T.: A Computational Approach to Coupled Poroelastic Media Problems, Technical University of Munich, Germany

Supervised Student Projects, Theses

  • Numerical stability analysis of transport problems for interface-coupled discretizations, Bachelor Thesis, Philip Bilfinger, 2016
  • A Computational Finite Element Model for Anisotropy in Extracellular Matrices, Naeimeh Hosseini, Master Thesis, 2016
  • The Hu-Washizu approach for nonlinear finite elements based on dual shape functions for nearly incompressible elasticity, Anton Shu, Term Paper, 2016
  • Finite Element Formulation and Partitioned Solution of Elasto-Hydrodynamic Lubrication Problems, Suhaib Koji Baydoun, Master Thesis, 2016
  • FEM Simulation of a Model for the Proteolytic Step in Mesenchymal Cell Migration Using an Immersed Method, Roxana Künzel, Semesterarbeit, 2016
  • Finite Elemente Simulation proteolytischer Prozesse innerhalb der extrazellulären Matrix, Marc Kornmesser, Bachelorarbeit, 2015
  • Mixed finite element approach based on dual shape functions for nearly incompressible elasticity, Raphael Gebhart, Bachelorarbeit, 2015
  • Finite Element Formulation for Mesh-tying and Contact Problems in Nonlinear Poroelasticity, Master Thesis, Harald Willmann, 2015
  • Improving the Interface Accuracy and Benchmarking of a Dirichlet-Neumann Coupled Immersed Fluid-Structure Interaction Algorithm, Considering Compressible Structures, Master Thesis, Jonas Eichinger, 2015
  • Enhancement of Established Material Models for Cells Towards Physiological Migration Patterns by Incorporating Observed Microscale Processes, Master Thesis, Johannes Hermann, 2015
  • Nichtlineares, anisotropes und aktives Materialmodell für die lebende tierische Zelle, Semesterarbeit, Jonas Eichinger, 2014
  • Kopplungskonzepte und Finite Elemente Formulierung zur Interaktion freier Strömungen mit gesättigten poroelastischen Medien, Diplomarbeit, Andreas Rauch 2013
  • Wachstumsmodell zur Finite-Elemente-Simulation biologischer Materialien, Bachelorarbeit, Jasper Rieser, 2013
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