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Numerical Solutions for Nonlinear Vibrations of the Mathematical Pendulum Based on a Modified Frequency Formulation: Location Point Configurations Cover

Numerical Solutions for Nonlinear Vibrations of the Mathematical Pendulum Based on a Modified Frequency Formulation: Location Point Configurations

Open Access
|Aug 2026

Authors

Jingying Gao

research01032025@163.com

School of Mathematics and Big Data, Hohhot Minzu College, Hohhot, China

Qingmei Bai

bai.qingmei@163.com

School of Mathematics and Big Data, Hohhot Minzu College, Hohhot, China

Jiahui Yu

imuyjh@163.com

School of Mathematics and Big Data, Hohhot Minzu College, Hohhot, China

Xiaopeng Li

lixpxp@163.com

School of Mathematics and Big Data, Hohhot Minzu College, Hohhot, China
Language: English
Page range: 209 - 218
Submitted on: Aug 29, 2025
Accepted on: Jul 3, 2026
Published on: Aug 5, 2026
Published by: Slovak Academy of Sciences, Institute of Measurement Science
In partnership with: Paradigm Publishing Services
Publication frequency: Volume open

© 2026 Jingying Gao, Qingmei Bai, Jiahui Yu, Xiaopeng Li, published by Slovak Academy of Sciences, Institute of Measurement Science
This work is licensed under the Creative Commons Attribution-NonCommercial-NoDerivatives 4.0 License.