Журнал Российского общества по неразрушающему контролю и технической диагностике
The journal of the Russian society for non-destructive testing and technical diagnostic
 
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18 | 11 | 2024
2023, 02 February

DOI: 10.14489/td.2023.02.pp.034-040

Kugushev V. I.
CONDUCTIVITY OF ENERGY OF NATURAL OSCILLATIONS OF T-JOINT OF TWO BEAMS DURING NON-DESTRUCTIVE FAST TESTING OF STRUCTURES
(pp. 34-40)

Abstract. The Article studies conditions for the onset of resonance oscillations of a T-joint of two beams. Natural oscillations were excited in beams, and the problem was to synchronize their dynamic parameters in the joint.  To solve the problem, a model of natural oscillations free energy carrier, presented in a geometric form, was used. A brief description of this model is given. As a result, a diagram was made linking relative lateral strain, arising from bending oscillations, to geometrics of the T-joint. It was demonstrated that the diagram determines the level of conductivity of natural oscillations energy through a joint, and that the magnitude of this level determines efficiency of non-destructive fast testing of a structure with the use of excitation of natural oscillations. To this end, as an example, the Article offers results of experimental studies of special dismountable structures having a defective element in them.

Keywords: T-joint, natural oscillations, model, dynamic parameters, fast testing.

V. I. Kugushev (JSC “CDB ME “Rubin”, Saint-Petersburg, Russia) E-mail: Данный адрес e-mail защищен от спам-ботов, Вам необходимо включить Javascript для его просмотра.  

1. Babakov I. M. (2004). Theory of vibrations: textbook. 4th ed. Moscow: Drofa. [in Russian language]
2. Radin V. P., Samogin Yu. N., Chirkov V. P. (2013). Finite element method in dynamic problems of resistance of materials. Moscow: Fizmatlit. [in Russian language]
3. Ivovich V. A. (1981). Transition matrices in the dynamics of elastic systems: a handbook. 2nd ed. Moscow: Mashinostroenie. [in Russian language]
4. Konovalov A. M., Kugushev V. I. (2021). Model of mechanism of conversion of external action into natural oscillations. Kontrol'. Diagnostika, Vol. 24, (11), pp. 10 – 20. [in Russian language] DOI: 10.14489/td.2021.11.pp.010-020
5. Ahtyamov A. M., Muftahov A. V., Yamilova L. S. (2008). Determination of the type and parameters of the fastening of the rod by the natural frequencies of its vibrations. Akusticheskiy zhurnal, Vol. 54, (2), pp. 181 – 188. [in Russian language]
6. Ahtyamov A. M. (2009). Theory of identification of boundary conditions and its applications. Moscow: Fizmatlit. [in Russian language]
7. Vol'mir A. S. (1972). Nonlinear dynamics of plates and shells. Moscow: Nauka. [in Russian language]
8. Filippov A. P. (1970). Oscillations of deformable systems. Moscow: Mashinostroenie. [in Russian language]
9. Moskovenko I. B., Slavina L. Ya., Kovarskaya E. Z., Verblovskiy G. S. (1984). Quality control of abrasive tools by acoustic method. Methodical recommendations: methodical recommendations. 2nd ed. Moscow: NIImash. [in Russian language]

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