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- W2054861444 abstract "This paper describes the theory of sound propagation in a toroidal waveguide with driven walls. This configuration has the advantage of simulating a tube of infinite length. The general solution for the velocity potential is derived in terms of an arbitrary function which represents the angular dependence of the disturbance of the driving wall. Two different cases are considered. The first is a toroid with the wall driven at a single angular position. The second case is a toroid with walls driven such that a traveling wave is generated in the wall with a controllable wave number and frequency. A traveling wave is produced inside the toroid when the circumference of the toroid is a whole number of wavelengths for the wave in the wall. The amplitude of the traveling wave is a function of the intrinsic speed of sound in the medium inside the toroid. A device we call an acoustitron was constructed to verify the results of the latter case. Experimental results agree well with those predicted by theory." @default.
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- W2054861444 date "1998-03-01" @default.
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- W2054861444 title "The solution for the propagation of sound in a toroidal waveguide with driven walls (the acoustitron)" @default.
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- W2054861444 doi "https://doi.org/10.1121/1.423231" @default.
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