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  • The main goal of this paper is the description of the properties of the nonlinear standing waves generated by a vibrating boundary in the air-filled acoustical resonator. The nonlinear oscillations of gas in the hard-walled resonator having one closed end and the other periodically oscillating are analysed in this work. All phenomena leading to a progressive distortion of the wave are supposed to be weak. The analytic approach to finite-amplitude standing waves in a resonator of a constant diameter is used, based on the inhomogeneous Burgers equation with a discrepancy. In this paper we present the method of approximate solution of this equation in the stationary state.
  • The main goal of this paper is the description of the properties of the nonlinear standing waves generated by a vibrating boundary in the air-filled acoustical resonator. The nonlinear oscillations of gas in the hard-walled resonator having one closed end and the other periodically oscillating are analysed in this work. All phenomena leading to a progressive distortion of the wave are supposed to be weak. The analytic approach to finite-amplitude standing waves in a resonator of a constant diameter is used, based on the inhomogeneous Burgers equation with a discrepancy. In this paper we present the method of approximate solution of this equation in the stationary state. (en)
Title
  • Approximate Description of Finite-Amplitude Acoustical Waves in the Air-Filled Resonator
  • Approximate Description of Finite-Amplitude Acoustical Waves in the Air-Filled Resonator (en)
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  • Approximate Description of Finite-Amplitude Acoustical Waves in the Air-Filled Resonator
  • Approximate Description of Finite-Amplitude Acoustical Waves in the Air-Filled Resonator (en)
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  • RIV/68407700:21230/10:00168912!RIV12-GA0-21230___
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  • P(GA202/09/1509)
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  • 247576
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  • RIV/68407700:21230/10:00168912
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  • finite-amplitude waves; inhomogeneous Burgers equation (en)
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  • Bednařík, Michal
  • Červenka, Milan
  • Koníček, Petr
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  • 21230
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