The relation of Whitcomb's "area rule" to the linear formulas for wave drag at lightly supersonic speeds is discussed. By adopting an approximate relation between the source strength and the geometry of a wing-body combination, the wave-drag theory is expressed in terms involving the areas intercepted by oblique planes or Mach planes. The resulting formulas are checked by comparison with the drag measurements obtained in wind-tunnel experiments and in experiments with falling models in free air. Finally, a theory for determining wing-body shapes of minimum drag at supersonic Mach numbers is discussed and some preliminary experiments are reported
It seems possible that, in supersonic flight, unconventional arrangements of wings and bodies may of...
This paper is concerned primarily with the application of the "area rule" to the interpretation and ...
On the basis of a recently developed theory for finite sweptback wings at supersonic speeds, calcula...
The relation of Whitcomb's "area rule" to the linear formulas for wave drag at lightly supersonic sp...
As an extension of the transonic area rule, a concept for interrelating the wave drags of wing-body ...
An analysis, based on the linearized thin-airfoil theory for supersonic speeds, of the wave drag at ...
On the basis of a recently developed theory for finite sweptback wings at supersonic speeds, calcula...
A theory is developed for the airfoil of finite span at supersonic speed analogous to the Prandtl ai...
On the basis of a recently developed theory for sweptback wings at supersonic velocities, equations ...
By use of an approximate equation for the wave drag of slender bodies of revolution in a supersonic ...
By means of linearized-body theory and reverse-flow theorems, the wave drag of a system of fusiform ...
It seems possible that, in supersonic flight, unconventional arrangements of wings and bodies may of...
Comparisons are made of experimental and theoretical zero-lift wave drag for several nose shapes, wi...
A concept for interrelating the wave drags of wing-body combinations at supersonic speeds with axial...
Formulas for the wave drag of shrouded symmetrical airfoils and shrouded bodies of revolution of arb...
It seems possible that, in supersonic flight, unconventional arrangements of wings and bodies may of...
This paper is concerned primarily with the application of the "area rule" to the interpretation and ...
On the basis of a recently developed theory for finite sweptback wings at supersonic speeds, calcula...
The relation of Whitcomb's "area rule" to the linear formulas for wave drag at lightly supersonic sp...
As an extension of the transonic area rule, a concept for interrelating the wave drags of wing-body ...
An analysis, based on the linearized thin-airfoil theory for supersonic speeds, of the wave drag at ...
On the basis of a recently developed theory for finite sweptback wings at supersonic speeds, calcula...
A theory is developed for the airfoil of finite span at supersonic speed analogous to the Prandtl ai...
On the basis of a recently developed theory for sweptback wings at supersonic velocities, equations ...
By use of an approximate equation for the wave drag of slender bodies of revolution in a supersonic ...
By means of linearized-body theory and reverse-flow theorems, the wave drag of a system of fusiform ...
It seems possible that, in supersonic flight, unconventional arrangements of wings and bodies may of...
Comparisons are made of experimental and theoretical zero-lift wave drag for several nose shapes, wi...
A concept for interrelating the wave drags of wing-body combinations at supersonic speeds with axial...
Formulas for the wave drag of shrouded symmetrical airfoils and shrouded bodies of revolution of arb...
It seems possible that, in supersonic flight, unconventional arrangements of wings and bodies may of...
This paper is concerned primarily with the application of the "area rule" to the interpretation and ...
On the basis of a recently developed theory for finite sweptback wings at supersonic speeds, calcula...