This project is funded
by the European Union
(Marie Curie Actions - IAPP)

Partners


inuTech GmbH
Fürther Str. 212
90429 Nürnberg
Germany (BY)

http://inutech.de/

The company

The inuTech GmbH is a German SME offering software and consulting services in a wide range of engineering areas. inuTech develops and markets the Diffpack product line (www.diffpack.com) for numerical modelling and simulation and has in-depth experience in the realm of FEM-technology and engineering consulting services. The inuTech team consists of innovative and highly quali ed employees, possessing many years of research and development experience in the area of mathematical and numerical modelling with partial differential equations (PDEs), optimisations and optimal control. Software training and seminars are oered by inuTech designed for needs of the customers benefit. Commercial partners are (among others): ThyssenKrupp Stahl AG, Siemens AG, Commissariat a l'Energie Atomique (CEA), Shell, Nestle, Robert Bosch GmbH, ANSYS Inc., XEROX, AIRBUS Deutschland GmbH, EADS, Canon, Intel Inc., DaimlerChrysler AG, Dornier GmbH, Air Force Research Lab, RIKEN, Statoil, MathConsult, Industrial Mathematics Competence Center Austria, Visual Analysis GmbH, Lockheed Martin, Norges Geotekniske Institutt (Norway), Applied Research Associates and many more.

Expertise brought to the project

Numerical modelling and solution of partial differential equations; development of customised FEM- and FDM-based simulation software; mathematical optimisation, sensitivity analysis; Mathematical and Engineering Consulting Services; Development of customised optimisation software; Grid Computing, Parallelisations; training in areas such as applied and numerical mathematics, Diffpack programming; extensive experience in programming (Fortran, C, C++, C#, Java, etc.) and software implementations for industrial relevant product codes; software architecture.

Key scientific staff

Key references

  • Discrete flow mapping: transport of phase space densities on triangulated surfaces, D.J. Chappell, G. Tanner, D. Löchel and N. Søndergaard, Proc. Roy. Soc. A. 469, 20130153 (2013).
  • Computational Partial Differential Equations: Numerical Methods and Di ffpack Programming, H. P. Langtangen (Springer-Verlag Berlin, 881 pages) (2002).
  • Advanced Topics in Computational Partial Differential Equations: Numerical Methods and Diff pack Programming, H. P. Langtangen and A. Tveito, Eds. (Springer-Verlag Berlin, 550 pages) (2003).
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