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 Eu
AN INVERSE METHOD FOR THE ASSIGNMENT OF VIBRATION NODES
β Scribed by J.E. MOTTERSHEAD; C. MARES; M.I. FRISWELL
- Publisher
- Elsevier Science
- Year
- 2001
- Tongue
- English
- Weight
- 155 KB
- Volume
- 15
- Category
- Article
- ISSN
- 0888-3270
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β¦ Synopsis
An inverse method for the assignment of natural frequencies and nodes of normal modes of vibration by the addition of grounded springs and concentrated masses is presented. The method relies entirely on measured receptances at the coordinates of the nodes and the modi"cations. Measurements at other locations are not needed, neither is there any need for an analytical model. The sti!ness and mass parameters are determined by an analysis of the null space of a matrix containing the measured receptances. Example problems are used to illustrate the application of the technique.
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In order to improve the prediction of wear problems due to flow-induced vibration in PWR components, an inverse method for identifying a distributed random excitation acting on a dynamic system has been developed at EDF. This method, whose applications go far beyond the flow-induced vibration field,
## 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
In many practical situations, it is difficult, if not impossible, to perform direct measurements or calculations of the external forces acting on vibrating structures. Instead, vibrational responses can often be conveniently measured. This paper presents an inverse method for estimating a distribute