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Lagrangian Numerical Scheme for Advective/Diffusive Transport
For the simulation of transport in fluid flows, Lagrangian numerical schemes have the advantage that they do not suffer from numerical diffusion. In this project, a new Lagrangian scheme shall be developed that is representing the advective/diffusive motion with a stochastic process.
Numerical simulations of fluid flows involving transport of chemical substances are important to design new devices, but also to gain a better understanding of existing flows in engineering applications and our environment. This project focuses on the development and the application of a new numerical scheme for the simulation of flow and transport in a porous medium (e.g., porous rock or fuel cell). The project presents an opportunity to learn about stochastic processes that are relevant in areas such as finance, control theory, etc.
Numerical simulations of fluid flows involving transport of chemical substances are important to design new devices, but also to gain a better understanding of existing flows in engineering applications and our environment. This project focuses on the development and the application of a new numerical scheme for the simulation of flow and transport in a porous medium (e.g., porous rock or fuel cell). The project presents an opportunity to learn about stochastic processes that are relevant in areas such as finance, control theory, etc.
Not specified
Interested candidates please send an email with a recent transcript of records to meyerda ethz ch.
Interested candidates please send an email with a recent transcript of records to meyerda ethz ch.