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Frequency and time domain modeling of acoustic liner boundary conditions
Author(s) -
Donald B. Bliss,
Linda F. Peretti
Publication year - 1992
Publication title -
the journal of the acoustical society of america
Language(s) - English
Resource type - Journals
eISSN - 1520-8524
pISSN - 0001-4966
DOI - 10.1121/1.405066
Subject(s) - impulse response , boundary value problem , impulse (physics) , frequency domain , mathematical analysis , acoustics , time domain , electrical impedance , frequency response , boundary (topology) , mechanics , acoustic impedance , materials science , mathematics , physics , computer science , classical mechanics , engineering , ultrasonic sensor , quantum mechanics , electrical engineering , computer vision
A general model of the acoustic boundary condition for an absorptive liner, including bulk reaction effects, is developed. The boundary condition is an extension of the traditional impedance boundary condition modified to include the effect of gradients along the absorptive surface. Using a bulk‐reacting porous material as an example, a boundary condition of this type can be constructed that is applicable over the entire frequency range, provided the liner damping is sufficiently high. The boundary condition contains frequency‐dependent coefficients, in addition to the normal incidence impedance. These coefficients can be calculated theoretically or measured experimentally. A measurement procedure is described. The accuracy of the boundary condition is demonstrated by comparison with the exact solution for some simple cases. The boundary condition is converted from frequency domain to time domain by calculating the appropriate impulse response behavior. The various impulse response functions are derived b...

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