A fast, e cient and reliable code for wing design has been developed at INTA coupling a residual-correction method by Bauer, McFadden and Garabedian to an inviscid solver for wing analysis in transonic ow. Smoothing procedures, including BΓ ezier cubic splines, are used to avoid irregularities of th
An Inverse Method for the Design of Diffusers
β Scribed by A. Scascighini; A. Troxler
- Publisher
- John Wiley and Sons
- Year
- 2002
- Weight
- 127 KB
- Volume
- 1
- Category
- Article
- ISSN
- 1617-7061
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β¦ Synopsis
The inverse shape design problem consists in finding the shape of a flow device by prescribing a pressure distribution along its (unknown) walls. In this paper we show how the inverse Euler equations can be used to solve the inverse shape design problem for an axis-symmetric diffuser. The inverse Euler equations for axis-symmetric flows are presented and a numerical method briefly described. A numerical example shows the feasibility of the method.
π SIMILAR VOLUMES
This paper presents a ΓΏnite element algorithm based on the adjoint method for the design of a certain class of solidiΓΏcation processes. In particular, the paper addresses the design of directional solidiΓΏcation processes for pure materials such that a desired freezing front heat ux and growth veloci
## Abstract This article is concerned with the shape reconstruction for the inviscid fluid governed by the Euler equations. By formulating the domain derivative of the Euler equations and applying a regularized GaussβNewton iterative algorithm, the numerical examples are given for recovering the sh