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Computational Mechanics

Application-motivated fundamental research in computational mechanics

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The Institute for Computational Mechanics (LNM) is committed to what can best be described

as cutting-edge ‘application-motivated fundamental research’ in a broad range of research areas

in computational mechanics. Applications span all fields of engineering (mechanical, aerospace,

civil, chemical) and the applied sciences.

With a strong basis in both computational solid and

fluid dynamics, the current focus lies on multifield

and multiscale problems as well as on computational

bioengineering. In all these areas, LNM covers the full

spectrum from advanced modeling and the development

of novel computational methods to sophisticated software

development and application-oriented simulations on high

performance computing systems. Meanwhile, the research

activities at LNM also include optimization, inverse

analysis, uncertainty quantification as well as experimental

work. In collaboration with leading researchers worldwide

as well as national and international industrial partners,

LNM expedites projects at the front line of research. For

more details and updated information please do visit our

webpage

www.lnm.mw.tum.de/home.

Computational Multiphysics – Coupled and Multiscale Problems

The interaction of different physical phenomena plays an

essential role in most engineering applications. The mod-

eling of such multiphysics problems is one of our main

areas of research. We have developed robust and efficient

modeling approaches and computational methods for var-

ious coupled problems. Those problem classes comprise

a.o. fluid-structure interaction, electro-chemical, thermo­

mechanical, opto-acoustic, coupled re-active transport,

poro-fluid-transport and thermo-fluid-structure-contact

interaction problems.

Also the interplay of effects on different scales plays an

important role in many scientific and engineering appli-

cations. Therefore, there has been increasing interest in

modeling so-called multiscale phenomena both mathe­

matically and computationally. We tackle multiscale

Simulation of a non-return valve with rough surfaces modeled by a

poroelastic layer to compute leakage rates etc.

Simulation of recoating process of fine

metal powders in metal additive manufac-

turing and surface profile of a newly coated

powder layer

problems both in CSD and CFD. While in the first group

the focus is on the modeling of heterogeneous materials,

in the second group the focus is on turbulent flows and

complex fluids.