Difference between revisions of "Hauptseminar Porous Media SS 2021/Reaction diffusion advection with LB"
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{{Seminartopic | {{Seminartopic | ||
|number=6 | |number=6 | ||
| − | |topic=Reaction-diffusion-advection with LB and particle coupling | + | |topic=CANCELLED Reaction-diffusion-advection with LB and particle coupling |
| − | |speaker= | + | |speaker= Lukas Maier |
| − | |date= | + | |date= |
| − | |time= | + | |time= |
|tutor=[[Ingo Tischler]] | |tutor=[[Ingo Tischler]] | ||
|handout= | |handout= | ||
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== Contents == | == Contents == | ||
| − | + | The Lattice Boltzmann (LB) method is a computational tool to solve the Navier-Stokes equations to simulate fluid dynamics. Its applications are in many different research fields like porous media, biomedical drug transport or soil filtration. However with the obtained flow field this method can also be coupled with the reaction-diffusion-advection equation to render the behavior of multiple reactive species within this flow field. It is also possible to couple LB to particles directly to investigate e.g. swimming bacteria. | |
| + | |||
| + | In this talk the LB method should be discussed and how the coupling to other methods like the reaction-diffusion-advection equations or particle simulations can be handled. | ||
== Literature == | == Literature == | ||
| − | + | ||
| + | <bibentry> | ||
| + | kuron18a | ||
| + | lee20a | ||
| + | rettinger17a | ||
| + | usabiaga13a | ||
| + | </bibentry> | ||
Latest revision as of 15:45, 9 June 2021
- Date
- Topic
- CANCELLED Reaction-diffusion-advection with LB and particle coupling
- Speaker
- Lukas Maier
- Tutor
- Ingo Tischler
Contents
The Lattice Boltzmann (LB) method is a computational tool to solve the Navier-Stokes equations to simulate fluid dynamics. Its applications are in many different research fields like porous media, biomedical drug transport or soil filtration. However with the obtained flow field this method can also be coupled with the reaction-diffusion-advection equation to render the behavior of multiple reactive species within this flow field. It is also possible to couple LB to particles directly to investigate e.g. swimming bacteria.
In this talk the LB method should be discussed and how the coupling to other methods like the reaction-diffusion-advection equations or particle simulations can be handled.
Literature
-
Michael Kuron, Patrick Kreissl, Christian Holm.
Toward Understanding of Self-Electrophoretic Propulsion under Realistic Conditions: From Bulk Reactions to Confinement Effects.
Accounts of Chemical Research 51(12):2998–3005, 2018.
[PDF] (3.6 MB) [DOI] -
Christoph Rettinger, Ulrich Rüde.
A comparative study of fluid-particle coupling methods for fully resolved lattice Boltzmann simulations.
Computers & Fluids 154:74–89, 2017.
[PDF] (1.8 MB) [DOI] -
Florencio Balboa Usabiaga, Xiaoyi Xie, Rafael Delgado-Buscalioni, Aleksandar Donev.
The Stokes-Einstein relation at moderate Schmidt number.
The Journal of Chemical Physics 139(21):214113, 2013.
[DOI]