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MODELING OF PIPE FLOWS AND OBSERVATION OF LAMINAR-TURBULENT TRANSITION IN SMOOTH PIPES

机译:管道流量建模与平滑管中层流动过渡的观察

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An undergraduate experiment has been developed to measure the mass flow rate of water exiting a constant-head tank through a tube. There are three tubes that can be investigated independently, with each tube having different entrance geometry. The scenario is a common problem found in undergraduate fluid mechanics textbooks, and loosely based on a classic experiment by Osborne Reynolds. The design of the experiment, and the pedagogical structure, provide a diverse set of educational objectives to be attained. Students are directed not only to develop a model to predict the mass flow rate of the exiting water, but also to predict the accuracy of the resulting model using uncertainty analysis. The experiment is designed to obtain laminar-turbulent transition, and the students use their model to measure the upper-limit transition Reynolds number. The result is an experiment that demonstrates a fundamental application of fluid mechanic - pipe flow theory. Further, the experiment promotes the role and importance of uncertainty analysis in engineering experimentation, and provides an avenue for students to conceptualize laminar and turbulent flow and the physical significance of the Reynolds number. A detailed description of the experiment is presented, along with the development of the pipe flow model and associated uncertainty analysis. The turbulence-based model compares well to the experimental data in the turbulent regime, and the data predictably deviates during transition. The Reynolds number of transition was demonstrated to vary from the accepted value of 2300, depending on tube inlet geometry. Finally, experimentally determined values of pipe friction factor were plotted against Reynolds number, and found to closely match the classic Moody Diagram. A pedagogical approach is developed along with the experiment facility, and is also described in detail.
机译:已经开发了本科实验,以测量通过管离开恒定头罐的水的质量流速。有三个管可以独立研究,每个管具有不同的入口几何形状。情景是本科流体力学教科书中发现的常见问题,并基于奥斯本雷诺的经典实验松散。实验的设计和教学结构,提供了一系列多样化的教育目标。学生们不仅要开发一种模型以预测出退出水的质量流量,还可以使用不确定性分析来预测所得模型的准确性。实验旨在获得层流湍流过渡,学生使用其模型来测量上限过渡雷诺数。结果是一种实验,证明了流体机械管流动理论的基本应用。此外,实验促进了工程实验中不确定性分析的作用和重要性,为学生提供了概念化层流和湍流以及雷诺数的物理意义。提出了实验的详细描述,以及管道流模型的发展和相关的不确定性分析。基于湍流的模型对湍流制度中的实验数据比较,并且数据在转换期间可预测地偏离。雷诺过渡的转变次数以从接受的值为2300而变化,这取决于管入口几何形状。最后,针对雷诺数绘制了实验确定的管道摩擦因子值,发现与经典喜怒无常图密切相匹配。与实验设施一起开发教学方法,并详细描述。

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