1 citations · 1 across the 2 of their papers we have counts for
3 papers
math.AP2022★ 1 cited
Homogenisation of local colloid evolution induced by reaction and diffusion
David Wiedemann, Malte A. Peter
We consider the homogenisation of a coupled reaction-diffusion process in a porous medium with evolving microstructure. A concentration-dependent reaction rate at the interface of…
math.AP2021
Homogenisation of the Stokes equations for evolving microstructure
David Wiedemann, Malte A. Peter
We consider the homogenisation of the Stokes equations in a porous medium which is evolving in time. At the interface of the pore space and the solid part, we prescribe an inhomoge…
math.AP2021
The two-scale transformation method
David Wiedemann
We prove the two-scale transformation method which allows rigorous homogenisation of problems defined on locally periodic domains by transformation on periodic domains. The idea to…