Computer Methods in Applied Mechanics and Engineering
A general three-dimensional elliptic grid generation system on a composite block structure
Computer Methods in Applied Mechanics and Engineering
Adaptive grid generation from harmonic maps on Reimannian manifolds
Journal of Computational Physics
An adaptive grid with directional control
Journal of Computational Physics
Numerical solution of the quasilinear Poisson equation in a nonuniform triangle mesh
Journal of Computational Physics - Special issue: commenoration of the 30th anniversary
Moving Mesh Strategy Based on a Gradient Flow Equation for Two-Dimensional Problems
SIAM Journal on Scientific Computing
2D Nearly orthogonal mesh generation with controls on distortion function
Journal of Computational Physics
Resolving the shock-induced combustion by an adaptive mesh redistribution method
Journal of Computational Physics
Boundary treatment for 2D elliptic mesh generation in complex geometries
Journal of Computational Physics
Hi-index | 31.45 |
An adaptive structured mesh redistribution method (ASMRM) that permits smooth transition from non-uniformly distributed boundary points to solution-adaptive interior points and enables the resolution of complex flow in the complex boundary region as well as away from the boundary is proposed. It is a variant of the traditional variational technique. It involves a combination of static and dynamic monitor functions, the former for mesh distribution in the vicinity of a complex boundary and the latter for mesh adaption with the evolving solution elsewhere. Its effectiveness is demonstrated on some example problems, and it is then applied to a chevron nozzle. The proposed method is shown to be capable of generating a mesh with a good balance of orthogonality and smoothness in the entire domain.