Resonance Phenomena in Goupillaud-type Media

机译：Goupillaud型媒体中的共振现象

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摘要

The discrete resonance frequency spectrum is derived for an m- layered Goupillaud-type elastic medium subjected to a discrete, time-harmonic forcing function at one end, with the other end fixed. Analytical stress solutions are derived from a global system of recursion relationships using z- transform methods, where the determinant of the resulting global system matrix.

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Gazonas, G. A.; Velo, A. P.;
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年度 2010
页码 1-76
总页数 76
原文格式 PDF
正文语种 eng
中图分类工业技术;
关键词
Harmonic analysis ; Resonance ; Transformations(Mathematics) ; Resonant frequency ; Spectra ; Wave propagation ; Coefficients ; Polynomials ; Recursive functions ; Equations ; Impedance ; Functions(Mathematics) ; Travel time ; Circles ; Layers ; Angles ; Stress analysis;

机译：谐波分析;共振;变换（数学）;谐振频率;光谱;波传播;系数;多项式;递归函数;方程;阻抗;函数（数学）;行程时间;圆;层;角度;应力分析;

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专利

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2. Gain and Lasing in Two-Level Optically Dense Resonance Media without Population Inversion Based on Cooperative Phenomena upon Interaction of Light with Matter [J] . S. N. Bagaev, V. S. Egorov, P. V. Moroshkin, Optics and Spectroscopy . 1999,第6期

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3. Resonance Phenomena in Chiral and Chiro-Ferrite One-Dimensional Media in the Microwave Band [J] . G.A. Kraftmakher, Yu.N. Kazantsev Journal of Communications Technology and Electronics . 1999,第12期

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5. Resonance phenomena and long-term chaotic advection in Stokes flows. [D] . Abudu, Alimu. 2010

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Resonance Phenomena in Goupillaud-type Media

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