The implicit approximate factorization scheme known as AF2 is investigated for application to the solution of two- and three-dimensional transonic full potential equations in conservative form. The artificial viscosity used by different authors has been deduced, and is discussed in detail. A second-order correction to the implicit artificial viscosity is tested for transonic flow past a Korn aerofoil at both design and off-design conditions. The inviscid transonic flow past different aerofoils, wings, and wing-body configurations has been computed using the AF2 scheme, and the solutions are compared with experimental and other numerical results. It is shown that the AF2 scheme is fast, and is not sensitive to grid stretchin
Two computer programs STWING and SFL022 (adapted versions of NASA and Jameson's codes respectively) ...
The paper discusses the role of the intermediate boundary condition in the AF2 scheme used by Holst ...
Three dimensional transonic flow computations are extremely complex due to the nonlinearity in the e...
An approximate factorization scheme based on the AF2 algorithm is presented for solving the three-di...
Implicit approximate factorization techniques (AF) were investigated for the solution of matrix equa...
[[abstract]]A fast, conservative finite difference scheme for the full potential equation has been a...
Full potential equation for two and three dimensional transonic flow has been considered. Emphasis h...
A simple idea to generate grids for arbitrary shaped finite fuselage with a wing with twist and dihe...
A simple- approach has been developed to use the two13; dimensional grid generation method by solvin...
Three dimensional transonic full potential equation has been solved in conservative and non-conserva...
A steady transonic flow over an airfoil is computed by solving the full potential equation discretiz...
A new differencing scheme for the conservative full potential equation which effectively simulates r...
Several numerical methods exist for solving two-dimensional transonic full potential equations, appe...
The transonic full potential code using' body fitted coordinates with ADI/AF2 scheme is under develo...
A finite element method for the computation of the transonic flow with shocks past airfoils is prese...
Two computer programs STWING and SFL022 (adapted versions of NASA and Jameson's codes respectively) ...
The paper discusses the role of the intermediate boundary condition in the AF2 scheme used by Holst ...
Three dimensional transonic flow computations are extremely complex due to the nonlinearity in the e...
An approximate factorization scheme based on the AF2 algorithm is presented for solving the three-di...
Implicit approximate factorization techniques (AF) were investigated for the solution of matrix equa...
[[abstract]]A fast, conservative finite difference scheme for the full potential equation has been a...
Full potential equation for two and three dimensional transonic flow has been considered. Emphasis h...
A simple idea to generate grids for arbitrary shaped finite fuselage with a wing with twist and dihe...
A simple- approach has been developed to use the two13; dimensional grid generation method by solvin...
Three dimensional transonic full potential equation has been solved in conservative and non-conserva...
A steady transonic flow over an airfoil is computed by solving the full potential equation discretiz...
A new differencing scheme for the conservative full potential equation which effectively simulates r...
Several numerical methods exist for solving two-dimensional transonic full potential equations, appe...
The transonic full potential code using' body fitted coordinates with ADI/AF2 scheme is under develo...
A finite element method for the computation of the transonic flow with shocks past airfoils is prese...
Two computer programs STWING and SFL022 (adapted versions of NASA and Jameson's codes respectively) ...
The paper discusses the role of the intermediate boundary condition in the AF2 scheme used by Holst ...
Three dimensional transonic flow computations are extremely complex due to the nonlinearity in the e...