• Title/Summary/Keyword: eigenfuction expansion method

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Analysis of Reflection Coefficients of Random Waves Propagating over Multi-arrayed trenchs (다열 함몰지형을 통과하는 불규칙 파랑의 반사해석)

  • Kang, Gyu-Young;Jung, Tae-Hwa;Cho, Yong-Sik
    • 한국방재학회:학술대회논문집
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    • 2008.02a
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    • pp.213-216
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    • 2008
  • In this study, reflection coefficients of regular and random waves propagating over multi-arrayed trenchs are calculated respectively. When the row of trench is 3, the reflection coefficient of regular waves is more than 0.7 as maximum value. Similarly, when the row of trench is 3 and $d/L_1$ is 0.22, reflection coefficient of multi-directional random waves is more than 0.4 maximally.

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An Acoustic Analysis of Mufflers with a Concentric Extended Pipe (동심 연장관형 소음기의 음향해석)

  • Lee, Jun-Shin;Lee, Jeong-Guon
    • The Journal of the Acoustical Society of Korea
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    • v.14 no.1
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    • pp.108-114
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    • 1995
  • Cylindrical chamber mufflers with an extended inlet or outlet are extensively used in many application fields to reduce the propagated noise in ducts. The basic attenuation effectivencess in the low frequency region can be explained by the reactive wave action inside the expansion chamber associated with the geometric configurations of the inlet and outlet locations, and the area expansion of the jacket. In this study, an acoustic analysis is carried out for a concentric extended pipe inserted into a simple expansion chamber. An algebraic equation is derived by using the eigenfuction expansion and orthogonality principle in which the acoustic pressures and particle velocities defined on each subdivided surface are expressed by the separable coordinates. By using the proposed analytical method, transmission losses are predicted for several configurations of the concentric extended systems and they agree very well with experimental results.

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