设计和建造了一个矩形截面通道原型,以确定三种类型的方案:临界,亚临界和超临界的比能

Juan Luis Caro-Becerra, Ramiro Luján-Godínez, Luz Adriana Vizcaíno-Rodríguez, José Luis Reyes-Barragán
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引用次数: 0

摘要

水资源短缺问题不是一个暂时的问题,解决它是人类长期而持久的努力。许多人类社会尝试了各种各样的解决方案来解决这个问题,其中之一就是有效地为所有人的生存输送水。为此,土木和农业工程师寻求找到新的方法,将水输送到尽可能靠近需要水的地方,例如,农田和供水水库,或者建立基础设施,以大大减少由高强度降雨引起的巨大洪水问题。本文的主要目的是通过一个原型矩形截面通道操作来确定临界、亚临界和超临界流动状态下的水比能。采用伯努利方程求解均匀流动条件的方法。作为最后的结论,我们可以说,新通道原型的开发促进了流体实验,在很大程度上允许流动的稳定,从而优化了不同类型的关键水变量的测量。
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Design and Construction of a rectangular section channel-prototype, to determine the specific energy in the three types of regimens: Critical, subcritical and supercritical
The problem of water scarcity is not a transient issue, but to solve it has been a long lasting endeavor for humanity. Many human societies have tried diverse solutions to solve this problem and one of them was to efficiently move water for the subsistence of all people. For this purpose, civil and agricultural engineers seek to find novel ways to conduct water as close as possible to where it is needed, e.g., cultivated fields and water supply reservoirs, or to build up infrastructure to greatly reduce the immense problem of floods generated by high intensity rains. The main goal of this paper is to determine the water specific energies occurring in critical, subcritical and supercritical flow regimes, by means of a prototype rectangular section channel operation. Application of Bernoulli´s equation for uniform flow conditions is the adopted methodology. As final conclusions we can state that development of new channel prototypes facilitates the experimentation of fluids, allowing to a great extent the stabilization of flow, thus, optimizing the measurement of different types of key water variables.
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