The present book provides an introduction to using space-filling curves (SFC) as tools in
scientific computing. Special focus is laid on the representation of SFC and on resulting …

This paper presents the general purpose framework Peano for the solution of partial
differential equations (PDE) on adaptive Cartesian grids. The strict structuredness and …

We present an approach to the numerical simulation of dynamically adaptive problems on
recursively structured adaptive triangular grids. The intended application is the simulation of …

In this contribution, we present our new adaptive Lattice Boltzmann implementation within
the Peano framework, with special focus on nanoscale particle transport problems. With the …

Abstract The Navier–Stokes equations (NS) and the Lattice–Boltzmann method (LBM) are
the main two types of models used in computational fluid dynamics yielding similar results …

This contribution describes recent developments and enhancements of the coupling tool
preCICE and the flow solver Peano used for our partitioned simualtions of fluid-structure …

The paper focuses on the development of a mesh moving method based on non-conformal
topologically changing grids applied to the simulation of IC engines, where the prescribed …

An efficient way to simulate multi-physics scenarios is given by the partitioned coupling
approach. It allows to take up established simulation codes for single fields and combine …

This paper analyses a PDE solver working on adaptive Cartesian grids. While a rigorous
element-wise formulation of this solver offers great flexibility concerning dynamic adaptivity …

This paper describes an Eulerian approach for partitioned fluid–structure simulations based
on a fluid solver using regularly and adaptively refined Cartesian grids. The particular focus …