Result Details

Preconditioning in the path-following algorithm for the Stokes flow with stick-slip conditions

JAROŠOVÁ, M.; KUČERA, R.; ŠÁTEK, V. Preconditioning in the path-following algorithm for the Stokes flow with stick-slip conditions. 16th Czech-Polish Conference Modern Mathematical Methods in Engineering (3mi). Systemy Wspomagania w Inżynierii Produkcji. Rybnik: 2017. no. 4, p. 274-285. ISBN: 978-83-65265-14-2. ISSN: 2391-9361.

Type

conference paper

Language

English

Authors

JAROŠOVÁ, M.
Kučera Radek, prof. RNDr., Ph.D.
Šátek Václav, Ing., Ph.D., DITS (FIT)

Abstract

The Stokes problem with the stick-slip boundary condition is solved by the mixed finite element method combined with the TFETI method.
An interior point method for the minimization subject to box and equality constraints is used. The preconditioned projected conjugate gradient
method solves the inner linear systems. The preconditioners are tested experimentally. The aim of our research is to develop efficient solvers
for modelling of a flow over hydrophobic walls that exhibits applications in engineering areas including biomedical modelling or transport of fluid.

Published

2017

Pages

274–285

Journal

Systemy Wspomagania w Inżynierii Produkcji, vol. 6, no. 4, ISSN 2391-9361

Proceedings

16th Czech-Polish Conference Modern Mathematical Methods in Engineering (3mi)

Conference

Modern Mathematical Methods in Engineeering

ISBN

978-83-65265-14-2

Place

Rybnik

BibTeX

@inproceedings{BUT168455,
  author="JAROŠOVÁ, M. and KUČERA, R. and ŠÁTEK, V.",
  title="Preconditioning in the path-following algorithm for the Stokes flow with stick-slip conditions",
  booktitle="16th Czech-Polish Conference Modern Mathematical Methods in Engineering (3mi)",
  year="2017",
  journal="Systemy Wspomagania w Inżynierii Produkcji",
  volume="6",
  number="4",
  pages="274--285",
  address="Rybnik",
  isbn="978-83-65265-14-2"
}

Departments

Faculty of Information Technology (FIT)