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IssuesArchive of Issues2024-1pp.75-84

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A.I. Karakozova, "Spatial Dispersion of Acoustic Waves in Functionally Graded Rods," Mech. Solids. 59 (1), 75-84 (2024)
Year 2024 Volume 59 Number 1 Pages 75-84
DOI 10.1134/S0025654423600289
Title Spatial Dispersion of Acoustic Waves in Functionally Graded Rods
Author(s) A.I. Karakozova (National Research Moscow State University of Civil Engineering, Moscow, 129337 Russia, karioca@mail.ru)
Abstract Harmonic acoustic waves in a semi-infinite functional-gradient (FG) one-dimensional rod with arbitrary longitudinal inhomogeneity are analyzed by a combined method based on the modified Cauchy formalism and the method of exponential matrices. Closed dispersion equations for harmonic waves are constructed, from the solution of which implicit dispersion relations for acoustic waves in FG rods are obtained. For longitudinal heterogeneity of polynomial type, the corresponding dispersion relations are constructed explicitly.
Keywords acoustic wave, heterogeneous rod, signal attenuation, displacement magnitude, longitudinal heterogeneity
Received 01 February 2023Revised 23 February 2023Accepted 27 February 2023
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