Measurements of the damping of oscillations and bending in a suspended multi-pendulum in the form of a flexible bead chain
- 23 June 2026
- journal article
- Published by IOP Publishing in Physics Education
- Vol. 61 (4) , 045017
Abstract
A simple construction of a multi-pendulum in the form of a flexible chain of beads is described, together with a straightforward experimental methodology for studying a complex phenomenon—the oscillations of this multi-pendulum initially excited by a bending disturbance. The equipment and experimental procedure are accessible to school students and to educational institutions at the introductory level of physics education. The equipment and experiments are safe and can be rapidly implemented in the educational process. Importantly, the study of oscillations of a multi-pendulum allows for unlimited variability in laboratory results, which is essential for developing students’ independent experimental skills. Any student can construct their own multi-pendulum differing in parameters—such as length, number of elements, method of suspension, etc—from that of a neighbouring student. As a result, it is possible, for example, to measure the damping of oscillations and bending in a suspended multi-pendulum.Keywords
This publication has 21 references indexed in Scilit:
- Added point-like weight increases the levitation time of the falling soft coil springMechanics Research Communications, 2021
- Multiple collisions of two steel balls in a Newton’s cradleEuropean Journal of Physics, 2018
- School Foucault pendulumEuropean Journal of Physics, 2014
- Reconstruction of Huygens' gedanken experiment and measurements based on video analysis toolsEuropean Journal of Physics, 2013
- Physical pendulum experiments to enhance the understanding of moments of inertia and simple harmonic motionPhysics Education, 2012
- The Foucault pendulum with an ideal elastic suspension stringEuropean Journal of Physics, 2006
- On some properties of the multiple pendulumArchive of Applied Mechanics, 2003
- The elastic pendulum: A nonlinear paradigmJournal of Mathematical Physics, 1981
- XLIV. On the vibrations of a loaded spiral springJournal of Computers in Education, 1894
- Physical demonstration of the earth's motion of rotation, by means of the pendulumJournal of Computers in Education, 1851