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A SIMPLIFIED METHOD WITH LOCAL CORRELATIONS FOR THE ANALYSIS OFMULTISTAGE AXIAL TURBINES

机译:具有局部相关性的简化方法,用于分析多级轴向涡轮

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A new through flow method, formulated in terms of pressure rather than velocity, for the analysis of multistage axial turbines is presented. It is designed to provide reliable radial distributions of circumferentially averaged values for the fundamental unknowns.This form of the radial equilibrium equation can represent also sharp velocity gradients in radial direction and interpret very realistic situations as discussed in the following applications. This result is more difficult to achieve if radial equilibrium is written in terms of velocity since this one approaches zero close to the wall.In order to demonstrate this statement, an experimental gas turbine, extensively analysed in literature, has been calculated and the results obtained by means of the proposed method have been compared with those circumferentially averaged derived from a 3D viscous calculation.Two stages of an industrial steam turbine have also been calculated with local semi-empirical correlations available in the open literature. Radial distributions of the fundamental quantities are successfully compared, in every station, with the mean circumferential values evaluated with a 3D viscous calculation. The differences are due to the approximations of the correlations employed.
机译:提出了一种新的通过流方法,该方法以压力而不是速度来表示,用于分析多级轴流式涡轮机。它旨在为基本未知数提供周向平均值的可靠径向分布。这种形式的径向平衡方程还可以表示径向上的急剧速度梯度,并解释非常实际的情况,如以下应用中所讨论的。如果以速度来表示径向平衡,则很难获得该结果,因为径向平衡在壁附近趋近于零。为了证明这一说法,已对一台实验性燃气轮机进行了广泛的文献分析,并对其进行了计算,并获得了结果。通过提出的方法,将其与从3D粘性计算得出的周向平均值进行了比较。还利用公开文献中提供的局部半经验相关性,对工业汽轮机的两个阶段进行了计算。在每个站点中,基本量的径向分布都已成功地与通过3D粘性计算评估的平均周向值进行了比较。差异归因于所采用的相关性的近似值。

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