Suitability of Torricelli’s Theorem Formulation in Cases of Leaking Reservoirs with Video Analysis Tracker

IF 4.6 Q1 OPTICS
M Habibbulloh, M Anggaryani, M Satriawan, O Saputra, A Zakaria, F Septiawan
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引用次数: 0

Abstract

Abstract This study aims to empirically prove the Torricelli equation formula in the case of leaky reservoirs with the help of video tracker analysis. The method used in this research is quantitative descriptive. The experiment was carried out with a simple tool: a 19-liter gallon of water filled with water and dyed, and then three holes were made vertically with different heights. The gallon is filled with water with a constant water level. Next, take a video of each leaking hole. Video is analyzed with Tracker software. Variables observed were the velocity of water exiting from the leak point ( v ), the time it took for water to gush from the leak point to the bottom ( t ), and the horizontal distance from the leak point position to the bottom ( x ). The results obtained based on video analysis with the tracker are that the farther the distance from the surface of the water to the leak point, the farther the horizontal distance of the resulting jet of water will be. This study concludes that theoretical data and experimental data have significant value, so the video analysis tracker software is feasible to use in dynamic and static fluid learning.
托里拆利定理公式在带视频分析跟踪器的泄漏油藏中的适用性
摘要本研究旨在借助视频跟踪器分析,对漏泄油藏情况下的托里拆利方程公式进行实证证明。本研究采用定量描述方法。实验是用一个简单的工具进行的:一加仑19升的水装满水并染色,然后垂直地打三个不同高度的洞。加仑装满了恒定水位的水。接下来,拍下每个渗漏孔的视频。用Tracker软件分析视频。观察到的变量是水从泄漏点流出的速度(v),水从泄漏点喷涌到底部所需的时间(t),以及泄漏点位置到底部的水平距离(x)。基于跟踪器的视频分析结果表明,从水面到泄漏点的距离越远,产生的水射流的水平距离越远。研究结果表明,理论数据和实验数据都具有重要的价值,因此视频分析跟踪软件在动态和静态流体学习中都是可行的。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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来源期刊
CiteScore
10.70
自引率
0.00%
发文量
27
审稿时长
12 weeks
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