Evaluation of complex spectrum of the symmetrical Lamb waves for three-layered plates at low frequency. Part I: Foundations
Author:
Funder
Slovenian Research Agency
Publisher
Elsevier BV
Subject
Civil and Structural Engineering,Ceramics and Composites
Reference57 articles.
1. Mindlin RD (Onoe M, Medick MA). Mathematical theory of vibrations of elastic plates. In: Proc. 11th Annual Symp. on Frequency Control, Fort Monmouth, Army Signal Engineering Laboratories (USA); 1957. 1–40.
2. An introduction to the mathematical theory of vibrations of elastic plates;Mindlin,2006
3. An analytical theory of the equilibrium of an isotropic elastic plate;Dougall;Trans R Soc Edinburgh,1904
4. Roots of several transcendental equations encountered in elasticity theory;Zlatin;Sov Appl Mech,1980
5. Calculation of the spectrum of wave numbers for Lamb waves in a plate;Merkulov;Sov J Nondestruct Test,1970
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1. Evaluation of complex spectrum of the symmetrical Lamb waves for three-layered plates at low frequency. Part II: Asymptotics/numerical results;Composite Structures;2019-12
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