Steinhoff and Jameson (1981) have shown that within a certain range of angle of attack and freestream Mach number, numerical solutions of the full-potential equation for flow past an airfoil are not unique. This study was mainly concerned with showing that the anomaly is inherent to the partial-differential equation governing the flow and not a result of its discrete representation. Steinhoff and Jameson conjectured that the anomaly may have a physical basis. The present investigation has two objectives. Results are to be presented which indicate that the anomaly is due to a breakdown in the potential approximation, rather than a phenomenon associated with the inviscid flowfield. The second objective is to show that the lift coefficient, predicted by the potential equation, is a smooth but multivalued function of the angle of attack.
Nonunique solutions to the transonic potential flow equation
AIAA Journal ; 22
1984-01-01
Sonstige
Keine Angabe
Englisch
Nonunique Solutions in Unsteady Transonic Flow
Online Contents | 1993
|Nonunique solutions in unsteady transonic flow
AIAA | 1993
|