Two transonic computational schemes which are based on the Integral Equation Formulation of the full potential equation were presented. The first scheme is a Shock Capturing-Shock Fitting (SCSF) scheme which uses the full potential equation throughout with the exception of the shock wave where the Rankine-Hugoniot relations are used to cross and fit the shock. The second scheme is an Integral Equation with Embedded Euler (IEEE) scheme which uses the full potential equation with an embedded region where the Euler equations are used. The two schemes are applied to several transonic airfoil flows and the results were compared with numerous computational results and experimental domains with fine grids. The SCSF-scheme is restricted to flows wi...
The 1980s may well be called the Euler era of applied aerodynamics. Computer codes based on discrete...
A method is described for calculating unsteady transonic flow with viscous interaction by coupling a...
A finite difference procedure based upon a system of unsteady equations in proper conservation form ...
The integral equation solution of the full-potential equation is presented for steady and unsteady t...
Two methods are presented for inviscid transonic flows: unsteady Euler equations in a rotating frame...
A finite element method for the computation of the transonic flow with shocks past airfoils is prese...
A Lagrangian method is developed to solve the Euler equations of gas dynamics. The solution of the e...
In transonic flutter problems where shock motion plays an important part, it is believed that accura...
First-and second-order numerical procedures are presented for calculating two-dimensional transonic ...
Results are present here for viscous transonic flow over aerofoils to demontrate the capabilities of...
Integral equation and finite difference methods have been developed for solving transonic flow probl...
This thesis presents and verifies a numerical method for solving the compressible Euler equations. T...
A viscous-inviscid interactive coupling method is used for the computation of unsteady transonic flo...
The well developed surface panel method is extended by adding a volume integral term allowing calcul...
The numerical solution of a single, mixed, nonlinear equation with prescribed boundary data is discu...
The 1980s may well be called the Euler era of applied aerodynamics. Computer codes based on discrete...
A method is described for calculating unsteady transonic flow with viscous interaction by coupling a...
A finite difference procedure based upon a system of unsteady equations in proper conservation form ...
The integral equation solution of the full-potential equation is presented for steady and unsteady t...
Two methods are presented for inviscid transonic flows: unsteady Euler equations in a rotating frame...
A finite element method for the computation of the transonic flow with shocks past airfoils is prese...
A Lagrangian method is developed to solve the Euler equations of gas dynamics. The solution of the e...
In transonic flutter problems where shock motion plays an important part, it is believed that accura...
First-and second-order numerical procedures are presented for calculating two-dimensional transonic ...
Results are present here for viscous transonic flow over aerofoils to demontrate the capabilities of...
Integral equation and finite difference methods have been developed for solving transonic flow probl...
This thesis presents and verifies a numerical method for solving the compressible Euler equations. T...
A viscous-inviscid interactive coupling method is used for the computation of unsteady transonic flo...
The well developed surface panel method is extended by adding a volume integral term allowing calcul...
The numerical solution of a single, mixed, nonlinear equation with prescribed boundary data is discu...
The 1980s may well be called the Euler era of applied aerodynamics. Computer codes based on discrete...
A method is described for calculating unsteady transonic flow with viscous interaction by coupling a...
A finite difference procedure based upon a system of unsteady equations in proper conservation form ...