Accurate capturing of discontinuities within compressible flow computations is achieved by coupling a suitable solver with an automatic adaptive mesh algorithm for unstructured triangular meshes. The mesh adaptation procedures developed rely on non-hierarchical dynamical local refinement/derefinement techniques, which hence enable structural optimization as well as geometrical optimization. The methods described are applied for a number of the ICASE test cases are particularly interesting for unsteady flow simulations
A grid adaptation technique for two-dimensional unstructured grids of triangles and quadrilaterals i...
grantor: University of TorontoAdaptive mesh refinement is a powerful tool for obtaining t...
Spatial adaption procedures for the accurate and efficient solution of steady and unsteady inviscid ...
Adaptive mesh refinement procedures with finite elements have been used for some time in computing c...
A mesh adaptation technique implemented in an algorithm to simulate compressible flows characterized...
Spatial adaptation procedures for the accurate and efficient solution of steady and unsteady invisci...
In this article we consider the construction of general isotropic and anisotropic adaptive mesh refi...
The applicants have developed a finite element based approach for the solution of three-dimensional ...
This is the final version. Available on open access from Wiley via the DOI in this recordWe present ...
An adaptive mesh strategy based on nodal re-allocation is presented in this work. This technique is ...
This paper describes adaptive grid methods developed specifically for compressible flow computations...
grantor: University of TorontoUnstructured grids are used in numerical models applied to ...
This paper explores the implementation of adaptive mesh refinement in an unstructured, finite-volume...
In this article we consider the application of goal-oriented mesh adaptation to problems posed on co...
The simulation of time-dependent physical problems, such as flows of some kind, places high demands ...
A grid adaptation technique for two-dimensional unstructured grids of triangles and quadrilaterals i...
grantor: University of TorontoAdaptive mesh refinement is a powerful tool for obtaining t...
Spatial adaption procedures for the accurate and efficient solution of steady and unsteady inviscid ...
Adaptive mesh refinement procedures with finite elements have been used for some time in computing c...
A mesh adaptation technique implemented in an algorithm to simulate compressible flows characterized...
Spatial adaptation procedures for the accurate and efficient solution of steady and unsteady invisci...
In this article we consider the construction of general isotropic and anisotropic adaptive mesh refi...
The applicants have developed a finite element based approach for the solution of three-dimensional ...
This is the final version. Available on open access from Wiley via the DOI in this recordWe present ...
An adaptive mesh strategy based on nodal re-allocation is presented in this work. This technique is ...
This paper describes adaptive grid methods developed specifically for compressible flow computations...
grantor: University of TorontoUnstructured grids are used in numerical models applied to ...
This paper explores the implementation of adaptive mesh refinement in an unstructured, finite-volume...
In this article we consider the application of goal-oriented mesh adaptation to problems posed on co...
The simulation of time-dependent physical problems, such as flows of some kind, places high demands ...
A grid adaptation technique for two-dimensional unstructured grids of triangles and quadrilaterals i...
grantor: University of TorontoAdaptive mesh refinement is a powerful tool for obtaining t...
Spatial adaption procedures for the accurate and efficient solution of steady and unsteady inviscid ...