Various forms of FP (full potential) equation, spatial differencing schemes, and iterative schemes are briefly discussed. The finite difference method of solution of FP equation in cartesian coordinates is discussed in some detail. Applications of this code to a variety of flow situations like those on airfoils, axisymmetric bodies, wing, and wing-body combinations are presented. The note concludes with some general remarks on the state-of-the-art in this field. (Derived from text
Vector potential and related methods, for the simulation of both inviscid and viscous flows over aer...
Transonic flow past ellipsoids of revolution at zero incidence has been solved assuming the flow to ...
Steady and unsteady flowfields around an airfoil are simulated numerically using a compressible Navi...
Various forms of FP (full potential) equation, spatial differencing schemes, and iterative schemes a...
The main thrust of this paper has been the exploitation of Cartesian grids in the numerical solution...
The full-potential equation in non-conservative form is solved in stretched Cartesian grid to obtain...
Full potential equation for two and three dimensional transonic flow has been considered. Emphasis h...
This thesis studies steady, two dimensional flow of an inviscid, incompressible fluid over an arbitr...
[[abstract]]A fast, conservative finite difference scheme for the full potential equation has been a...
Two finite volume methods are derived and applied to the solution of problems of incompressible flow...
This book builds inviscid flow analysis from an undergraduate-level treatment of potential flow to t...
The implicit approximate factorization scheme known as AF2 is investigated for application to the so...
Several numerical methods exist for solving two-dimensional transonic full potential equations, appe...
A numerical procedure is presented for the solution of the transonic potential flow equation around ...
An approximate factorization scheme based on the AF2 algorithm is presented for solving the three-di...
Vector potential and related methods, for the simulation of both inviscid and viscous flows over aer...
Transonic flow past ellipsoids of revolution at zero incidence has been solved assuming the flow to ...
Steady and unsteady flowfields around an airfoil are simulated numerically using a compressible Navi...
Various forms of FP (full potential) equation, spatial differencing schemes, and iterative schemes a...
The main thrust of this paper has been the exploitation of Cartesian grids in the numerical solution...
The full-potential equation in non-conservative form is solved in stretched Cartesian grid to obtain...
Full potential equation for two and three dimensional transonic flow has been considered. Emphasis h...
This thesis studies steady, two dimensional flow of an inviscid, incompressible fluid over an arbitr...
[[abstract]]A fast, conservative finite difference scheme for the full potential equation has been a...
Two finite volume methods are derived and applied to the solution of problems of incompressible flow...
This book builds inviscid flow analysis from an undergraduate-level treatment of potential flow to t...
The implicit approximate factorization scheme known as AF2 is investigated for application to the so...
Several numerical methods exist for solving two-dimensional transonic full potential equations, appe...
A numerical procedure is presented for the solution of the transonic potential flow equation around ...
An approximate factorization scheme based on the AF2 algorithm is presented for solving the three-di...
Vector potential and related methods, for the simulation of both inviscid and viscous flows over aer...
Transonic flow past ellipsoids of revolution at zero incidence has been solved assuming the flow to ...
Steady and unsteady flowfields around an airfoil are simulated numerically using a compressible Navi...