AN AI-DRIVEN PHYSICS RESEARCH CASE: MAGNETIC-MECHANICAL OSCILLATOR

This paper is based on the 6th question of the 2023 Chinese Physics Academic Competition, exploring the characteristics of a magnetic mechanical oscillator. This oscillator consists of two leaf springs fixed on a non-magnetic base and magnets attached to the upper ends of the springs. Due to the repulsive force between the magnets, the vibration of the two leaf springs is coupled. Through experimental observation and data collection, this paper thoroughly analyzes the oscillation phenomenon of the system. With the assistance of artificial intelligence (AI) algorithms, we attempt to directly derive the system's equations of motion from experimental data and compare them with theoretical analysis results. The results show that the AI algorithm can quickly and accurately fit the equations of motion without requiring complex theoretical analysis, demonstrating its potential in dealing with complex physical systems and greatly improving research efficiency. This validates the feasibility of using datadriven methods to study complex oscillatory systems and provides valuable insights for introducing AI-assisted teaching in university physics experiments.

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Publication Details

Journal
Wuli yu gongcheng.
Published
2025-04-01
DOI
https://doi.org/10.26599/phys.2025.9320240
Primary Topic
Computational Physics and Python Applications
Type
article
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article

AN AI-DRIVEN PHYSICS RESEARCH CASE: MAGNETIC-MECHANICAL OSCILLATOR

Mingjie Zhu, Gufeng He, Hongzhen Yang, Lufeng ZHANG
Wuli yu gongcheng.
Computational Physics and Python Applications
article

AN AI-DRIVEN PHYSICS RESEARCH CASE: MAGNETIC-MECHANICAL OSCILLATOR

Mingjie Zhu, Gufeng He, Hongzhen Yang, Lufeng ZHANG
article en

Abstract

This paper is based on the 6th question of the 2023 Chinese Physics Academic Competition, exploring the characteristics of a magnetic mechanical oscillator. This oscillator consists of two leaf springs fixed on a non-magnetic base and magnets attached to the upper ends of the springs. Due to the repulsive force between the magnets, the vibration of the two leaf springs is coupled. Through experimental observation and data collection, this paper thoroughly analyzes the oscillation phenomenon of the system. With the assistance of artificial intelligence (AI) algorithms, we attempt to directly derive the system's equations of motion from experimental data and compare them with theoretical analysis results. The results show that the AI algorithm can quickly and accurately fit the equations of motion without requiring complex theoretical analysis, demonstrating its potential in dealing with complex physical systems and greatly improving research efficiency. This validates the feasibility of using datadriven methods to study complex oscillatory systems and provides valuable insights for introducing AI-assisted teaching in university physics experiments.

Wuli yu gongcheng.Vol. 35(2)
Affordable and clean energy
Openalex Percentile: Top 90%
Computational Physics and Python Applications
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AN AI-DRIVEN PHYSICS RESEARCH CASE: MAGNETIC-MECHANICAL OSCILLATOR — Mingjie Zhu, Gufeng He, et al. · Wuli yu gongcheng. (2025) | TGRS Research Map | TGRS