Measurement of Nonlinear Time-variant Source Characteristics of Intake and Exhaust Systems in Fluid Machines

  • Published : 2005.09.01

Abstract

The acoustical sources of intake and exhaust systems in fluid machines are often characterized by the source impedance and strength using linear frequency-domain modeling. In the case of the sources which are nonlinear and time-variant, however, the source parameters were sometimes incorrectly obtained. In this paper, the source model and direct measurement technique are modified in order to evaluate the effect due to nonlinear and periodically time-varying source character as well as the linear property of the reflectivity of in-duct fluid machine source. With a priori known kinematical information of the source, the types of nonlinear time-variant terms can be presumed by a simple physical model, in which there is practically no restriction on the form of the model. The concept of source impedance can be extendable by introducing the linear frequency response function for each nonlinear or time-variant input. Extending the conventional method and adapting the reverse MISO technique, it is possible to develop a direct method that can deal with the nonlinear time-variant source parameters. The proposed direct method has a novel feature that there is no restriction on the probability or spectral natures of the excited sound pressure data. The present method is verified by the simulated measurements for simplified fluid machines. It is thought that the proposed method would be useful in predicting the insertion loss or the radiated sound level from intake or exhaust systems.

Keywords

References

  1. M. L. Munjal, Acoustics of Ducts and Mufflers, (Wiley-Interscience, 1987.)
  2. H. Boden and F. Albertson, 'In-duct acoustic one-port sources, linear or nonlinear?' Proc. Inter Noise 98, 227-230 (1998)
  3. J.-G. Ih and K. S. 'Peat, On the causes of negative impedance in the measurement of intake and exhaust noise sources,' Appl. Acoust. 63, 153-171 (2001) https://doi.org/10.1016/S0003-682X(01)00029-9
  4. S.-H. Jang and J.-G. Ih, 'Numerical investigation and electro-acoustic modeling of measurement methods for the in-duct acoustical source parameters,' J. Acoust. Soc. Am. 113, 726-734 (2003) https://doi.org/10.1121/1.1504850
  5. J. S. Bendat, Nonlinear Systems Techniques and Applications, (Wiley-Interscience, 1998.)
  6. .F. Payri, J. M. Desantes and A. J. Torregrosa, 'Acoustic boundary condition for unsteady one-dimensional flow calculation,' J. Sound Vib. 188, 85-110 (1995) https://doi.org/10.1006/jsvi.1995.0580