PROOF OF ARCHIMEDES' FORMULA FOR VARIOUS GEOMETRIC SHAPES

Authors

  • Eshmo’minov Azizbek Do’smuhammad o’g’li O'zbekiston Milliy Universiteti

Keywords:

Archimedes' force, fluid pressure, hydrostatics, buoyancy, geometric shapes, Archimedes' principle, fluid density, volume, buoyancy condition

Abstract

This article presents a proof of Archimedes' principle for various geometric shapes. The buoyant force of a liquid acting on bodies immersed in water is explained on the basis of Archimedes' principle. The work presents formulas applicable to bodies of various shapes, and their theoretical and practical aspects are analyzed. The results contribute to a deeper understanding of physical laws and can be used in the field of hydrostatics.

References

Kalashnikov S.G. Elektr. O‘qituvchi. Toshkent, 1979 y.

Sivuxin D.V. Obshiy kurs fiziki. I – tom Nauka” Moskva, 1977 y.

Savelev I.V. Umumiy fizika kursi. I – tom. O’qituvchi 1976 y.

Zisman G.A. va Todes O.M. Kurs obshey fiziki. I – tom Moskva, 1972 y.

Telesnin R.V. va Yakovlev V.F., Kurs fiziki, Elektrichestvo, Prosveshenie, Moskva 1969 y

Published

2025-11-07

Issue

Vol. 2 No. 10 (2025): UNIVERSAL INTERNATIONAL SCIENTIFIC JOURNAL

Section

Articles

License

Copyright (c) 2025 Eshmo’minov Azizbek Do’smuhammad o’g’li

Creative Commons License

This work is licensed under a Creative Commons Attribution 4.0 International License.

How to Cite

PROOF OF ARCHIMEDES’ FORMULA FOR VARIOUS GEOMETRIC SHAPES. (2025). Universal International Scientific Journal, 2(10), 163-168. https://universaljurnal.uz/index.php/jurnal/article/view/3744