Error Estimation and Adaptive Mesh Refinement for the Unstructured Inductive PEEC Formulation

Robust Parallel Adaptive Mesh Refinement Software Library for Unstructured Meshes

Adjoint error estimators and adaptive mesh refinement in Nek5000

The development of adaptive mesh refinement capabilities in the field of computational fluid dynamics is an essential tool for enabling the simulation of larger and more complex physical problems. In this report, we describe recent developments that have been made to enable adaptive mesh refinement in Nek5000 and we validate the method on simple, two–dimensional, steady test cases. We start by ...

Adaptive and Unstructured Mesh Cleaving

We propose a new strategy for boundary conforming meshing that decouples the problem of building tetrahedra of proper size and shape from the problem of conforming to complex, non-manifold boundaries. This approach is motivated by the observation that while several methods exist for adaptive tetrahedral meshing, they typically have difficulty at geometric boundaries. The proposed strategy avoid...

Adaptive Mesh Refinement for Multiscale

plied and theoretical physics is to fully understand and predict the behavior of systems far from thermodynamic equilibrium,1–4 including those systems driven by an external force or experiencing a sudden change in environment (such as pressure or temperature). They also include systems transitioning from one metastable or long-lived state to another. The need to accurately model and numericall...

Adjoint-based error estimation and adaptive mesh refinement for the RANS and k-ω turbulence model equations

Article history: Available online 30 October 2010