Variable order mapped in"nite wave envelope elements are developed for "nite-element modelling (FEM) of acoustic radiation in a uniformly moving medium. These elements can be used as a non-re#ecting boundary condition for computations on an in"nite domain in which a radiating body is immersed in a m
A finite element, wave envelope formulation for acoustical radiation in moving flows
β Scribed by R.J. Astley
- Book ID
- 104154271
- Publisher
- Elsevier Science
- Year
- 1985
- Tongue
- English
- Weight
- 762 KB
- Volume
- 103
- Category
- Article
- ISSN
- 0022-460X
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β¦ Synopsis
An axisymmetric finite element model is presented for the prediction of radiation patterns generated by stationary acoustical sources in moving flows. The acoustical field is represented in an outer region by wave envelope elements which incorporate some features of ray acoustical behaviour. These are compatibly matched to a conventional finite element mesh in a region close to the generating mechanism. Results are presented for problems involving vibrating cylinders and spheres in subsonic mean flows. Good agreement is established between computed and exact solutions.
π SIMILAR VOLUMES
This paper presents a hypersingular integral equation for acoustic radiation in a subsonic uniform flow. The work is motivated by the need for a normal-derivative integral equation to be used in the Burton and Miller method for overcoming the non-uniqueness difficulty in the boundary integral formul
The frequency characteristics of the acoustic wave transmission in a medium with mean #ow are considered. One approach is to solve the Helmholtz equation with mean #ow medium in original co-ordinates, which is directly discretized for the one-dimensional and the axisymmetric FEM. Another approach is