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@incollection{faucris.117818184,
abstract = {We consider a two-scale homogenized model for processes in living cells including reaction and diffusion inside and on the surface of organelles. The resulting equations are fully coupled and the number of biochemical species in applications is large. We developed numerical schemes in order to rcomputation time by means of better scaling on parallel machines and reduction of the problemsize. A combination of those schemes provides a suitable numerical framework for our problem.
},
author = {Elbinger, Tobias and Gahn, Markus and Neuss-Radu, Maria and Knabner, Peter},
booktitle = {2nd International Conference on Multi-scale Computational Methods for Solids and Fluids},
editor = {A. Ibrahimbegovic, J.-M. Ghidaglia, A. Serdarevic, E. Ilic- Georgijevic, M. Hrasnica, S. Dolarevic, N. Ademovic},
faupublication = {yes},
keywords = {Multiscale Finite Element Methods; Decoupling Algorithm; Newton’s Method},
pages = {44-47},
peerreviewed = {unknown},
title = {{Simulation} of {Processes} in {Living} {Cells}: {Towards} the {Modelling} of {Metabolic} {Channeling}},
url = {https://www1.am.uni-erlangen.de/research/publications/Jahr{\_}2015/2015{\_}Proc{\_}ElbingerGahnNeussraduKn{\_}SimulOfProcessInLivCellsTowardsModellingOfMetaboliChannel},
year = {2015}
}