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SCIENTIFIC JOURNAL BULLETIN OF VORONEZH INSTITUTE OF HIGH TECHNOLOGIES

Online media
ISSN 2949-4443

THE INVESTIGATION OF OSCILLATIONS OF THE PENDULUM

Shunulina V.V. , Preobrazhenskiy A.P. , Kozlova D.N.

UDC 534.1

Abstract
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The paper analyzes the characteristics of oscillations of a physical or mathematical pendulum. The solution of the differential equation is demonstrated. The problem is solved in the first approximation. It is shown how the oscillation frequency depends on the amplitude in the method of successive approximations. The dependence of the pendulum coordinate on the amplitude is studied. shows in which case the decision will be fair.

Shunulina V. V.

Voronezh, Russia

Preobrazhenskiy A. P.

Voronezh, Russia

Kozlova D. N.

Voronezh, Russia

Keywords: oscillations, mathematical pendulum, physical pendulum, motion, period

For citation: Shunulina V.V. , Preobrazhenskiy A.P. , Kozlova D.N. , THE INVESTIGATION OF OSCILLATIONS OF THE PENDULUM. Bulletin of the Voronezh Institute of High Technologies. 2023;17(1). Available from: https://vestnikvivt.ru/ru/journal/pdf?id=566 (In Russ).

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Published 31.03.2023