A weak solution of the coupled, acoustic-elastic, wave propagation problem for a flexible porous material is proposed for a 3-D continuum. Symmetry in the matrix equations; with respect to both volume, i.e. 'porous frame'-'pore fluid', and surface, i.e. 'porous frame/pore fluid'-'non-porous media',
A weighted residual formulation of the acoustic wave propagation through a flexible porous material and a comparison with a limp material model
✍ Scribed by P. Göransson
- Publisher
- Elsevier Science
- Year
- 1995
- Tongue
- English
- Weight
- 603 KB
- Volume
- 182
- Category
- Article
- ISSN
- 0022-460X
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✦ Synopsis
A weak formulation of the coupled acoustic-elastic wave propagation through a flexible porous material is presented for a one-dimensional case. The discretized form of the equations governing the wave propagation through the porous material is derived from a weighted residual statement, involving expansions in terms of the unknown acoustic pressure and fibre displacement fields. The derived equation system is applied to the coupled fluid-structure problem of low frequency transmission through a one-dimensional double wall. In the paper, the effects of including the elasticity of the fibrous structure together with the modelling of the porous medium as a limp material are discussed. Comparison is also made with a solution, obtained for single mode correction to the limp porous material model, given as a closed form expression in an Appendix.
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