Titlebook: Numerical Solutions of the Euler Equations for Steady Flow Problems; Albrecht Eberle,Arthur Rizzi,Ernst Heinrich Hirsch Book 1992 Springer

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A Note on the Use of Supercomputers,me at the begin of the Eighties, see for example Ref. 1, the proceedings of one of the first GAMM-Workshops in the field of Numerical Fluid Mechanics in 1979. Now even Navier-Stokes solutions are feasible for complex configurations.

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Coupling of Euler Solutions to Viscous Models,ds number), the latter can be neglected. Flow with such properties — inviscid flows — can be described with the Euler equations, or even with the potential equation. The latter holds if the flow in addition is irrotational, and if compressibility effects are weak.

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Modelling of Vortex Flows: Vorticity in Euler Solutions,ng time already in the frame of potential wing theory (see for instance Ref. 1). Panel methods, as discrete potential methods, can be seen as extension and generalization of — linear — potential wing theory to general and complicated aircraft geometries at subsonic and even supersonic speeds (see e.

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Methods in Practical Applications, a range of flow velocities, from very low to very high, and flow complexities, from simple academic cases to complicated industrial flow problems. These cases illustrate many different phenomena. Some are chosen to demonstrate the type and character of flow separation that is observed in Euler comp

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Future Prospects,cademic interest in Euler solutions to do so. It is also and especially the use of Euler solutions in industrial design work. The development of Navier-Stokes solvers is very welcome, but those do not meet every demand in design work. Because of cost considerations in aerodynamic design work, always