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AN ENTROPIC MINIMIZATION TECHNIQUE FOR TURBINE BLADE PROFILES

机译:涡轮叶片轮廓的最小化熵技术

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The optimization of the boundary layer edge velocity distribution may hold the key to the minimization of entropy generation in the boundary layers of turbomachinery blades. A preliminary optimization analysis in the laminar region of a non film cooled turbine blade is presented, which demonstrates the concept of how the entropy generation rate may be reduced by varying the boundary layer edge velocity distribution along the suction surface, whilst holding the work done by the blade constant. In the laminar region the analytical technique developed by Pohlhausen and others to predict the boundary layer momentum thickness in the presence of pressure gradients has been adopted to predict the entropy generated as described in other papers by the same authors. The result gives an expression for the entropy generation rate in terms of the boundary layer edge velocity distribution for incompressible flows. The boundary layer edge velocity distribution may then be represented as a polynomial with undefined variables. This allows a minimization technique to be used to minimize the entropy generation rate on these variables. Constraints are included to keep the work output constant and the diffusion low to avoid separation. In this analysis it is only the laminar region that is considered for minimization, thus it is necessary to ensure that the modified boundary layer edge velocity distribution does not undergo transition earlier than the baseline boundary layer edge velocity distribution. This is accomplished by considering transition and separation criteria available in the literature. The result of this analysis indicates that the entropy generation rate may be reduced in the laminar boundary layers by using this technique.
机译:边界层边缘速度分布的优化可能是涡轮机叶片边界层中熵产生最小化的关键。提出了对非薄膜冷却涡轮叶片的层流区域进行的初步优化分析,该分析论证了如何通过改变沿吸力表面的边界层边缘速度分布,同时保持由叶片常数。在层流区域中,由Pohlhausen等人开发的用于在压力梯度存在的情况下预测边界层动量厚度的分析技术已被用来预测所产生的熵,正如同一作者在其他论文中所描述的那样。结果以不可压缩流的边界层边缘速度分布的形式给出了熵产生率的表达式。然后可以将边界层边缘速度分布表示为具有未定义变量的多项式。这允许使用最小化技术来最小化这些变量上的熵产生率。包括约束以保持功输出恒定并且扩散低,以避免分离。在此分析中,仅考虑将层流区域最小化,因此有必要确保修改后的边界层边缘速度分布不会早于基线边界层边缘速度分布发生过渡。这是通过考虑文献中可用的过渡和分离标准来实现的。分析结果表明,通过使用该技术,可以降低层边界层中的熵产生率。

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