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Of Own Vibrations of Cylindrical Bodies in the Deformable Medium-Specific Vibrations of Cylindrical Bodies in the Deformed Environment

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Figure

Table 3:  Comparison of complex frequencies
Table 4: The change in the complex frequency, depending on Еat  =4; 0= =0,14 (hard contact)
Fig.3: shows the dependence of the imaginary eigenfrequencies on
Table 8: Dependence of the complex frequencies of non-axisymmetric oscillations of cylindrical shells on E with sliding contact

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