Definition of Modes and Frequencies of Free Oscillations for Tape Media Deformed Under Dynamic Loading

Authors

  • M. V. Danilov Kalashnikov ISTU
  • D. R. Shishov Kalashnikov ISTU

Keywords:

elastic tape, self-oscillations, tape deformation

Abstract

The problem of defining the modes and frequencies of self-oscillations of a tape has been solved. The tape motion is described by dynamic equations in vector form. The approximate calculus method has been suggested for free oscillations; it provides a high degree of accuracy when determining the frequency of self- oscillations of the tape.

Author Biographies

M. V. Danilov, Kalashnikov ISTU

PhD in Engineering, Doctor Thesis Applicant

D. R. Shishov, Kalashnikov ISTU

Post-graduate

References

Lamb H. On Waves in an Elastic Plate. - Royal Society. London, Proceedings. Series A. - 1917. - Vol. 93. - No. A 648.

Ландау Л. Д., Лифшиц Е. М. Теория упругости. - Изд. 5-е. - М. : Физматлит, 2003. - 264 с.

Стретт Дж. В. (Лорд Рэлей). Теория звука. - Т. 1, 2. - М. : Гостехиздат, 1955. - 504 с.

Ландау Л. Д., Лифшиц Е. М. Указ. соч.

Lamb H. Указ. соч.

Там же.

Стретт Дж. В. Указ. соч.

Ландау Л. Д., Лифшиц Е. М. Указ. соч.

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Published

15.06.2015

How to Cite

Danilov М. В., & Shishov Д. Р. (2015). Definition of Modes and Frequencies of Free Oscillations for Tape Media Deformed Under Dynamic Loading. Vestnik IzhGTU Imeni M.T. Kalashnikova, 18(2), 76–79. Retrieved from https://izdat.istu.ru/index.php/vestnik/article/view/2030

Issue

Vol. 18 No. 2 (2015)

Section

Articles