MATHEMATICAL METHOD FOR DETERMINING THE VELOCITY OF LIQUIDS LEAKING FROM A VESSEL

Authors

  • B. Husanov Associate Professor of Samarkand State University of Architecture and Civil Engineering.
  • R.R. Aymatov Senior Lecturer, Samarkand State University of Architecture and Civil Engineering, Doctor of Philosophy (PhD)

Keywords:

Torricelli's Law, fluid flow, outflow velocity, mathematical modeling.

Abstract

The article examines the analysis of the process of liquid flowing out of the vessel opening using the mathematical modeling method. Based on Torricelli's law, the main equations for determining the flow rate and flow rate are presented. Based on the calculation results, the relationship between the liquid height and the outlet velocity was analyzed.

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References

B. Husanov. "Higher Mathematics" Study Guide. "Navruz Polygraph" LLC, Samarkand 2022. 196 p.

B.Husanov, J.Tuygunov. "Mathematics" Study Guide. "Navruz Poligraf" LLC, Samarkand, 2003. 271 p.

Husanov B., Aymatov R.R. "Analysis of the mathematical model of natural gas purification" Problems of Architecture and Construction scientific-technical journal No2.2025. pp. 257-259.

A.Khalmanov, R.Aymatov, B. Turdikulov. Optimization of the ventilation system and gas supply in the process of burning. ISJ Theoretical & Applied Science. Vol.9 No. 101. Published 2021.

R.R. Aymatov, B.Mamatov, Q.Barotov. Development of an economic and mathematical model for the optimal development of gas supply systems. European Journal of Life Safety and Stability (2660-9630). Published 2021-12-29.

Aymatov R.R, Omonkulov O.X, Radjabov U. Environmental Impact of Fuel Energy Complex Networks and Measures to Reduce it. Publisher: «World of Conferences» Published 2022-12-22.

B.Khusanov. The mathematical impact of greening on human health. Journal of Applied Science and Social Science, 15(09), 2025. 1031–1034.

Xusanov Bazar “Iqtisodiy masalalrni matematik usullar bilan yechish” Miasto przysztosce Kielce. Vol 63.2025.170-174.

Khusanov B., Shodiev K.,Vahobov M. “On exceptional directions of a homogeneous polynomial system of the second degree”. AIP Conference Proceedings, Volume 3244, Issue 1, id.020039, 6 pp.

Chen F.F. Introduction to Fluid Mechanics, Elsevier, 2015.

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Published

2025-11-28

How to Cite

B. Husanov, & R.R. Aymatov. (2025). MATHEMATICAL METHOD FOR DETERMINING THE VELOCITY OF LIQUIDS LEAKING FROM A VESSEL. Journal of Applied Science and Social Science, 15(11), 674–678. Retrieved from https://www.internationaljournal.co.in/index.php/jasass/article/view/2463

Issue

Vol. 15 No. 11 (2025): Volume 15 Issue 11

Section

Articles

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