Add to ORKGThe clustering algorithm is controlled by a second-order, ordinary differential equation which uses the airfoil surface density gradient as a forcing function. The solution to this differential equation produces a surface grid distribution which is automatically clustered in regions with large gradients. The interior grid points are established from this surface distribution by using an interpolation scheme which is fast and retains the desirable properties of the original grid generated from the standard elliptic equation approach
Spectral multigrid methods are demonstrated to be a competitive technique for solving the transonic ...
A multi-level grid method was studied as a possible means of accelerating convergence in relaxation ...
Rapid access to highly accurate data about complex configurations is needed for multi-disciplinary o...
AbstractIn the present study, the discrete variational (DV) grid generation method is used to produc...
AbstractThis paper discusses an adaptive grid approach, developed using Fortran 77, on quadrilateral...
A simple clustering transformation is combined with the Thompson, Thames, and Mastin (TTM) method of...
One of the major problems related to transonic flow prediction about realistic aircraft configuratio...
A numerical technique for analyzing transonic airfoils is presented. The method employs the basic fe...
The effects of truncation error on the numerical solution of transonic flows using the full potentia...
In the past decade significant advances were made using flow field methods in the calculation of ext...
grantor: University of TorontoUnstructured grids are used in numerical models applied to ...
Computational methods to solve large-scale realistic problems in fluid flow can be made more efficie...
A practical solution, adaptive-grid method utilizing a tension and torsion spring analogy is propose...
An algebraic adaptive grid scheme based on the concept of arc equidistribution is presented. The sch...
In the present study, a scheme capable of solving very fast and robust complex nonlinear systems of ...
Spectral multigrid methods are demonstrated to be a competitive technique for solving the transonic ...
A multi-level grid method was studied as a possible means of accelerating convergence in relaxation ...
Rapid access to highly accurate data about complex configurations is needed for multi-disciplinary o...
AbstractIn the present study, the discrete variational (DV) grid generation method is used to produc...
AbstractThis paper discusses an adaptive grid approach, developed using Fortran 77, on quadrilateral...
A simple clustering transformation is combined with the Thompson, Thames, and Mastin (TTM) method of...
One of the major problems related to transonic flow prediction about realistic aircraft configuratio...
A numerical technique for analyzing transonic airfoils is presented. The method employs the basic fe...
The effects of truncation error on the numerical solution of transonic flows using the full potentia...
In the past decade significant advances were made using flow field methods in the calculation of ext...
grantor: University of TorontoUnstructured grids are used in numerical models applied to ...
Computational methods to solve large-scale realistic problems in fluid flow can be made more efficie...
A practical solution, adaptive-grid method utilizing a tension and torsion spring analogy is propose...
An algebraic adaptive grid scheme based on the concept of arc equidistribution is presented. The sch...
In the present study, a scheme capable of solving very fast and robust complex nonlinear systems of ...
Spectral multigrid methods are demonstrated to be a competitive technique for solving the transonic ...
A multi-level grid method was studied as a possible means of accelerating convergence in relaxation ...
Rapid access to highly accurate data about complex configurations is needed for multi-disciplinary o...