Current methods for prediction and minimization of lift-induced drag at supersonic speeds
H. W. Carlson, F. E. Mclean
Abstract
Open-access reader
H. W. Carlson, F. E. Mclean
Abstract
Open-access reader
_ae current state of the art of predicting and minimizi%ng lift-induced drag at supersonic speeds as practiced at the Langley Research Center is reviewed.Numerical methods of implementing the linearized theory for use on high-speed electronic computers are outlined, and applications of the methods to wings, wing-body combinations, and complete configurations are studied.It is concluded that the techniques are generally applicable in the supersonic speed range at least up to a Mach number of 3 for configurations employing slender bodies and thin, moderately cambered wings, as represented by current supersonic-transport designs.
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_ae current state of the art of predicting and minimizi%ng lift-induced drag at supersonic speeds as practiced at the Langley Research Center is reviewed.Numerical methods of implementing the linearized theory for use on high-speed electronic computers are outlined, and applications of the methods to wings, wing-body combinations, and complete configurations are studied.It is concluded that the techniques are generally applicable in the supersonic speed range at least up to a Mach number of 3 for configurations employing slender bodies and thin, moderately cambered wings, as represented by current supersonic-transport designs.
Key concepts: Drag, Supersonic speed, Lift (data mining), Minification, Lift-to-drag ratio, Computer science, Lift-induced drag, Mechanics