2002
DOI: 10.1016/s0021-8928(02)00057-6
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The critical modes of oscillation of a transversely inhomogeneous plate with a periodic structure

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“…We In this case there are two other pairs of elementary solutions with a higher-power increase [4,7]. Note that the resonance modes do not transfer energy along the strip, since their specific energy flux through the transverse cross section of the strip, averaged over a period, is equal to To conclude this section we note that, for each resonance frequency, Eq.…”
Section: Critical Frequencies and Modes Of A Two-layer Stripmentioning
confidence: 96%
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“…We In this case there are two other pairs of elementary solutions with a higher-power increase [4,7]. Note that the resonance modes do not transfer energy along the strip, since their specific energy flux through the transverse cross section of the strip, averaged over a period, is equal to To conclude this section we note that, for each resonance frequency, Eq.…”
Section: Critical Frequencies and Modes Of A Two-layer Stripmentioning
confidence: 96%
“…A general theory of the definition of critical frequencies and the modes corresponding to them in the case when the elastic characteristics of the plate are arbitrary piecewise-continuous functions of the transverse coordinate has been given in [3,4]. The results described in these papers are obtained in a somewhat different form below for a two-layer strip, the faces of which are stress-free.…”
Section: Critical Frequencies and Modes Of A Two-layer Stripmentioning
confidence: 99%
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