Numerical Solution for Time Period of Simple Pendulum Under Magnetic Field

In the present study, the numerical solution of the time period of a Simple Pendulum under a magnetic field investigated. The analytical solution presented for the given problem. The numerical solution for the problem achieved by using two numerical quadrature methods, namely, Simpson’s 3/8 and Bool...

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Veröffentlicht in:Journal of Studies in Science and Engineering 2023-01, Vol.2 (4), p.60-66
Hauptverfasser: Jalal, Viyan Jamal, Faraj, Bawar Mohammed, Mohammed Salih, Dana Taha, Abdulkareem, Sarkew Salah, Hama Ali, Bnar Hama Zaman, Hussien, Bahadin Muhammad, Mahmood, Sarkhel Akbar, Hama, Shewa Abid
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Sprache:eng
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Zusammenfassung:In the present study, the numerical solution of the time period of a Simple Pendulum under a magnetic field investigated. The analytical solution presented for the given problem. The numerical solution for the problem achieved by using two numerical quadrature methods, namely, Simpson’s 3/8 and Boole’s method. The period of a simple pendulum with a large angle is presented. The results of the numerical quadrature have been compared to the exact solution. Absolute and relative mistakes of the problem have been presented. The Matlab program 2013R has created a numerical method to analyze the outcome. Moreover, it is established that the comparison results guarantee the present method's ability and accuracy.
ISSN:2789-634X
2789-634X
DOI:10.53898/josse2022246