Effect of Bezier control points on blade pressure distribution

R. Nanthini, B. Prasad, Y. Sanyasiraju
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Abstract

Sensitivity of the shape of a turbine blade shapes on its performance is more compared to the compressor blade shape. Thus, a lot of research is concentrated on design of turbine blades and wide range of methods were suggested for the same. A blade with acceptable performance should have minimum of first order continuity along the blade curve. Discontinuity on the blade geometry leads to higher pressure gradient and affects the performance drastically. Hence, in this paper a turbine blade is generated, by using Bezier control points, to obtain a smooth blade curve. The blade is divided into leading section, main section and trailing section. The middle section of the blade is formed by cubic Bezier splines ensuring the first and second order continuity on the blade geometry. New blade geometries are formed by shifting the positions of the Bezier control points. The blade geometry formed from this newly shifted Bezier control points is subjected to the same boundary conditions as the baseline profile and the pressure distribution is analysed.The different blades generated are analysed in ANSYS FLUENT 17.2. The computational domain is a two dimensional turbine cascade, consisting of a turbine blade enclosed by periodic boundaries to mimic realistic conditions. A second order upwind strategy is used for inviscid flow analysis.
贝塞尔控制点对叶片压力分布的影响
与压气机叶片形状相比,涡轮叶片形状对其性能的敏感性更大。因此,人们对涡轮叶片的设计进行了大量的研究,并提出了广泛的设计方法。性能可接受的叶片沿叶片曲线应具有最小的一阶连续性。叶片几何形状的不连续性导致压力梯度增大,对叶片性能产生巨大影响。因此,本文利用Bezier控制点生成涡轮叶片,得到光滑的叶片曲线。叶片分为前段、主段和后段。叶片的中部由三次贝塞尔样条构成,保证了叶片几何形状的一阶和二阶连续性。新的叶片几何形状是通过移动贝塞尔控制点的位置形成的。由这些新移位的贝塞尔控制点形成的叶片几何形状受到与基线轮廓相同的边界条件的影响,并分析了压力分布。在ANSYS FLUENT 17.2中对生成的不同叶片进行了分析。计算域是一个二维涡轮叶栅,由一个被周期边界包围的涡轮叶片组成,以模拟现实条件。二阶逆风策略用于无粘流分析。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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