1975
DOI: 10.1016/0022-460x(75)90251-5
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Radiation of cylindrical duct acoustic modes with flow mismatch

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Cited by 54 publications
(30 citation statements)
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“…at the engine exhaust of a flying plane, when jets of gases escape into the outer space). This case, called "the exhaust problem" in the literature, was considered by Savkar (1975) and Munt (1977), who have obtained the solution by means of the Wiener-Hopf method. As one of the aims of this paper is to check whether their main finding concerning existence of a zone of relative silence (weakening of the propagation of the plane wave on the axis and in its vicinity) is observed also for the medium velocity of the range of tens of meters per second, we recall assumptions of their model below.…”
Section: The Inlet and Outlet Problemmentioning
confidence: 99%
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“…at the engine exhaust of a flying plane, when jets of gases escape into the outer space). This case, called "the exhaust problem" in the literature, was considered by Savkar (1975) and Munt (1977), who have obtained the solution by means of the Wiener-Hopf method. As one of the aims of this paper is to check whether their main finding concerning existence of a zone of relative silence (weakening of the propagation of the plane wave on the axis and in its vicinity) is observed also for the medium velocity of the range of tens of meters per second, we recall assumptions of their model below.…”
Section: The Inlet and Outlet Problemmentioning
confidence: 99%
“…Strong pressure exerted on manufacturers to produce quieter systems resulted in extensive theoretical, numerical and experimental research work on the problem leading to elaboration of more exact and thorough description of the acoustic field phenomena reflecting the real conditions in which these appliances operate with better accuracy. This was achieved by the use of more complicated mathematical models, accounting for diffraction at the duct outlet and presence of higher wave modes (Levine, Schwinger, 1948;Weinstein, 1969;Snakowska, Wyrzykowski, 1986;Homicz, Lordi, 1975;Joseph, Morfey, 1999), flow of the medium inside the duct (Savkar, 1975;Munt, 1977;1990) or in the whole space (Sinayoko et al, 2010). In each case was accomplished by solving appropriate wave equation (either with or without flow) with adequate boundary conditions.…”
Section: Introductionmentioning
confidence: 99%
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