My Science News!

Markus Schmuck

Research Associate of Serafim Kalliadasis and Greg A. Pavliotis

Current address: (previous here!)

Departments of Chemical Engineering
and Mathematics
Imperial College
Room B438M, ACE Ext
South Kensington Campus
London SW7 2AZ

Personal:
Interests	(Pre)prints (NEW 2012)	Google math	my MIT	MIT ChemE	WWW NA Tuebingen

Miscellaneous of Scientific Interest:
MathSciNet	AMS	APS	Math arXiv	Phys arXiv	IC Appl. Math.	IC CMP Sem.	Leo
				The World's Oracle: Our universe under the eyes of science !

Numerical Analysis, Finite Elements, and High Performance Computing:
NA-digest	EFEF	C(++)-FEM-Library: Alberta	HP2C	Swiss National Supercomputing Center (CSCS)

News: Physics and Mathematics for Multi-Scale Problems
Satellite at ECCS 2012 in Brussels on ``Complex Multiphase Systems'' Update: List of main speakers is now available! New April 2012: Homogenization of a catalyst layer model for periodically distributed pore geometries in PEM fuel cells Link leads to pdf on arXiv. New April 2012: Effective macroscopic Cahn-Hilliard equation for porous structures Link leads to pdf on arXiv. New preprint: New stochastic mode reduction strategy based on a generalized renormalization group method Link leads to pdf on arXiv. Porous Media: New effective (averaged, upscaled) Nernst-Planck-Poisson equations - Reliably and systematically account for the pore geometry - Based on a multiscale approach (two-scale convergence method [Nguetseng (1989) and Allaire (1992)]) New preprint: Physics of the porous media Poisson-Nernst-Planck system Physical considerations, explanations, and interpretations of the new porous media Poisson-Nernst-Planck equations with an emphasis on scientific and industrial interest! First Alberta steps: The Cahn-Hilliard equation My first Cross-TO-Circle GIF: Submitted: Mathematical issues of extending the effective porous media formulation to fluid flow!

News: Physics and Mathematics for Multi-Scale Problems

Satellite at ECCS 2012 in Brussels on ``Complex Multiphase Systems''
Update: List of main speakers is now available!

New April 2012: Homogenization of a catalyst layer model for periodically distributed pore geometries in PEM fuel cells
Link leads to pdf on arXiv.

New April 2012: Effective macroscopic Cahn-Hilliard equation for porous structures
Link leads to pdf on arXiv.

New preprint: New stochastic mode reduction strategy based on a generalized renormalization group method
Link leads to pdf on arXiv.

Porous Media:
New effective (averaged, upscaled) Nernst-Planck-Poisson equations
- Reliably and systematically account for the pore geometry
- Based on a multiscale approach (two-scale convergence method [Nguetseng (1989) and Allaire (1992)])

New preprint: Physics of the porous media Poisson-Nernst-Planck system
Physical considerations, explanations, and interpretations of the new porous media Poisson-Nernst-Planck equations with an emphasis on scientific and industrial interest!

First Alberta steps: The Cahn-Hilliard equation
My first Cross-TO-Circle GIF:

Submitted:
Mathematical issues of extending the effective porous media formulation to fluid flow!

Last update: Markus Schmuck 2012-05-05