The well developed surface panel method is extended by adding a volume integral term allowing calculation of the full effect of compressibility. The full effect of compressibility is calculated by using mixed type finite difference scheme consistent with the mixed nature of transonic flow. The solution is obtained through successive iteration cycles for subcritical flows and for critical flows the solution is obtained through satisfying the Rankine-Hugoniot relations across the captured shock in addition to the captured shock. The method is applied to airfoils in subcritical and critical flows and the results are in good agreement with the experimental data and finite-difference solutions of the full-potential and Euler equations
A finite element method for the computation of the transonic flow with shocks past airfoils is prese...
An obvious reason for studying unsteady flows is the prediction of the effect of unsteady aerodynami...
An implicit, two factor, split flux, finite volume Euler equations solution algorithms is applied to...
Papers resulting from work performed from January 1, 1987 to July 31, 1987 are listed. Transonic com...
The steady full-potential equation is written in the form of Poisson's equation, and the solution fo...
Computational methods for unsteady transonic flows are surveyed with emphasis on prediction. Computa...
Two methods are presented for inviscid transonic flows: unsteady Euler equations in a rotating frame...
Computational fluid dynamics methods have been widely accepted for transonic aeroelastic analysis. P...
Aerodynamic methods for aeroelastic analysis are applied to various flow problems. These methods inc...
Two transonic computational schemes which are based on the Integral Equation Formulation of the full...
This two part document contains copies of the text and figures for the papers presented at the symp...
In the last two decades there have been extensive developments in computational unsteady transonic a...
The behavior of unsteady aerodynamic loadings on airfoils oscillating in transonic flow has been inv...
A finite-difference solution to the Navier-Stokes equations combined with a time-varying grid-genera...
The study presents a method, based on the flux vector splitting approach, to the problem of unsteady...
A finite element method for the computation of the transonic flow with shocks past airfoils is prese...
An obvious reason for studying unsteady flows is the prediction of the effect of unsteady aerodynami...
An implicit, two factor, split flux, finite volume Euler equations solution algorithms is applied to...
Papers resulting from work performed from January 1, 1987 to July 31, 1987 are listed. Transonic com...
The steady full-potential equation is written in the form of Poisson's equation, and the solution fo...
Computational methods for unsteady transonic flows are surveyed with emphasis on prediction. Computa...
Two methods are presented for inviscid transonic flows: unsteady Euler equations in a rotating frame...
Computational fluid dynamics methods have been widely accepted for transonic aeroelastic analysis. P...
Aerodynamic methods for aeroelastic analysis are applied to various flow problems. These methods inc...
Two transonic computational schemes which are based on the Integral Equation Formulation of the full...
This two part document contains copies of the text and figures for the papers presented at the symp...
In the last two decades there have been extensive developments in computational unsteady transonic a...
The behavior of unsteady aerodynamic loadings on airfoils oscillating in transonic flow has been inv...
A finite-difference solution to the Navier-Stokes equations combined with a time-varying grid-genera...
The study presents a method, based on the flux vector splitting approach, to the problem of unsteady...
A finite element method for the computation of the transonic flow with shocks past airfoils is prese...
An obvious reason for studying unsteady flows is the prediction of the effect of unsteady aerodynami...
An implicit, two factor, split flux, finite volume Euler equations solution algorithms is applied to...