Diffraction of acoustic waves by a cylindrical impedance rod of finite length
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A new asymptotic high-frequency solution is presented for the problem of diffraction of acoustic waves emanating from a ring source by a cylindrical impedance rod of finite length. This problem is described by a modified Wiener-Hopf equation of the third kind which can be solved approximately. The solution involves two infinite sets of constants satisfying two infinite systems of linear algebraic equations. MSC (1991): 73D25, 76Q05.
- Makale