Simulating NACA Equations Used in Optimizing Wind Turbine Blade Design: محاكاة معادلات NACA واستخدامها لتحسين تصميم شفرة العنفة الريحية

Suzanne Ahmad Radwan Masri, Kheir Eddine Tarsha Kurdi, Ahm Suzanne Ahmad Radwan Masri, Kheir Eddine Tarsha Ku
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Abstract

Aerodynamic scientists are interested in geometry definition and possible geometric shapes that would be useful in design. This paper illustrates a simulation of a NACA four digits airfoil blade profile using MATLAB. As airfoil design became more sophisticated, this basic approach has been modified to include additional variables, and suggestions for the chord line length at the root and at the end of the blade. as well as changes in the twisting angle of the blade and its thickness, this helps to reduce the weight of the blade significantly Simulating NACA equations is very useful in obtaining coordinates of airfoil curvature for the whole series of NACA four digits, which is very effective in optimizing blade design. In order to get an optimal operating performance and high efficiency for the airfoil, the blade surface must be smooth and does not suffer any discontinuities or undefined cases, which cause separation of the boundary layer during the airflow, and get as a result great energy losses. Therefore, the conditions for the continuity of the blade was extracted using mathematical analysis, so the air flow does not suffer any interruptions which reduce the efficiency. This enable us to determine the locations of the maximum thickness of the blade sections on the chord along the blade, in addition to specifying conditions for the chord line length at the root and at the end of the blade which keep the blade curvature continuous and doesn’t have any irregular points, which also facilities writing the necessary programs.
模拟NACA方程用于风力涡轮机叶片优化设计:محاكاةمعادلاتNACAواستخدامهالتحسينتصميمشفرةالعنفةالريحية
空气动力学科学家对几何定义和可能在设计中有用的几何形状感兴趣。本文利用MATLAB对NACA四位数翼型型线进行了仿真。由于翼型设计变得更加复杂,这一基本方法已被修改,以包括额外的变量,并建议弦线长度在根和在叶片的结束。通过对NACA方程的模拟,可以得到全系列NACA四位数的翼型曲率坐标,这对叶片的优化设计是非常有效的。为了获得最佳的运行性能和高效率的翼型,叶片表面必须是光滑的,不遭受任何不连续或未定义的情况下,导致边界层在气流中分离,并得到巨大的能量损失。因此,通过数学分析提取了叶片连续性的条件,使气流不会受到任何降低效率的中断。这使我们能够确定叶片截面在沿叶片弦上的最大厚度的位置,此外还规定了叶片根部和末端的弦线长度的条件,以保持叶片曲率连续并且没有任何不规则点,这也便于编写必要的程序。
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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