Determination of Lift Coefficient for DU96 Wind Turbine Airfoil: UnTripped

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This experiment focused on determining the lift coefficients and the pressure generated by a DU96 airfoil. These values were determined using both an experimental set up in the Virginia Tech Stability Wind Tunnel and a computational model in a program called XFOIL. The results from XFOIL will be used to compare the results from the wind tunnel to determine which parts of each are reasonable representations of what the airfoil would experience in free air. In the wind tunnel, the data will be corrected due to errors caused by Kevlar sheets used to create a more accurate airflow and more accurate readings. The experiments were both run at a Reynolds Number of two million and attack angles ranging from negative sixteen to positive sixteen degrees. Both the corrected and uncorrected results were compared and it was determined that the corrected results were reasonable, but did not make a large difference in small changes of the angle of attack. The airfoil was found to generate a lift coefficient of 1.49 in the computational model and 1.28 in the wind tunnel. Through these measurements, among others, it was determined that the data generated from both the wind tunnel and computational model were found to be similar and representative of a true airfoil in free air. For further analysis, it is recommended that the numerical results should be used to model the linear region between negative twelve degrees to thirteen degrees, while the experimental results should be used for the end regions. These regions in the models closely represent what would be expected of the airfoil in industry use.
2. Introduction
A recent development in airfoil design has seen a set of standardized airfoil designs which can be used in a wide array of applicati...

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... found that the maximum lift was 1.49. The positive and negative stall angles were also found to be similar in both tests being sixteen and fourteen from the numerical results and negative fourteen and negative twelve in the experimental test. From these two tests it was found that the numerical results were a better representation of the linear region between negative twelve degrees to thirteen degrees, while the experimental results were a good fit for the end regions. These regions in the models closely represent what would be expected of the airfoil in industry use. The lab showed that, while neither model is a perfect representation of how an airfoil will work in a free air environment, the combination of a corrected test in the wind tunnel and the computational analysis XFOIL program can be used to achieve the most accurate representation of what will happen.

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