首页> 外文OA文献 >First steps in modelling turbulence and its origins::a commentary on Reynolds(1895) 'On the dynamical theory of incompressible viscous flows and the determination of the criterion'.
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First steps in modelling turbulence and its origins::a commentary on Reynolds(1895) 'On the dynamical theory of incompressible viscous flows and the determination of the criterion'.

机译:模拟湍流及其起源的第一步::雷诺兹评论(1895)“关于不可压缩粘性流动力学理论和标准的确定”。

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摘要

Reynolds' paper sought to explain the change in character of flow through a pipe from laminar to turbulent that his earlier experiments had shown to occur when the dimensionless group that today bears his name exceeded approximately 2000. This he did by decomposing the velocity into mean and fluctuating components and noting how the average kinetic energy generation and dissipation rates changed with Reynolds number. The paper was only grudgingly accepted by two very distinguished referees and initially raised little external interest. As years went by, however, the averaged form of the equations of motion, known as the Reynolds equations (which were an intermediate stage in Reynolds' analysis) became the acknowledged starting point for computing turbulent flows. Moreover, some 50 years after his paper, a refinement of his strategy for predicting transition was also successfully taken up. For some engineering problems, the continual rapid growth of computing resources has meant that more detailed approaches for computing turbulent flow phenomena can nowadays be employed. However, this growth of computing power likewise makes possible a Reynolds-averaging strategy for complex flow systems in industry or the environment which formerly had to adopt less comprehensive analyses. Thus, Reynolds' approach may well remain in use throughout the present century. This commentary was written to celebrate the 350th anniversary of the journal Philosophical Transactions of the Royal Society.
机译:雷诺兹的论文试图解释从层流到湍流的管道流动特性的变化,即当今天以他的名字命名的无量纲组超过大约2000时,他的早期实验已经显示出发生了。他通过将速度分解为均值和波动的组件,并注意平均动能生成和耗散率如何随雷诺数变化。这篇论文只是被两位非常杰出的裁判勉强接受,并且最初很少引起外界的兴趣。然而,随着时间的流逝,运动方程的平均形式,即雷诺方程(在雷诺的分析中处于中间阶段)成为计算湍流的公认起点。此外,在他发表论文大约50年之后,他对转型的预测策略也得到了完善。对于某些工程问题,计算资源的持续快速增长意味着如今可以采用更详细的方法来计算湍流现象。但是,这种计算能力的增长同样使得针对工业或环境中的复杂流系统的雷诺平均策略成为可能,而该策略以前不得不采用不太全面的分析方法。因此,雷诺兹的方法很可能在整个本世纪仍在使用。这篇评论是为庆祝《皇家学会哲学交易》发表350周年而写的。

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    Launder, Brian;

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