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Numerical Investigation of Two Element Camber Morphing Airfoil in Low Reynolds Number Flows

Publication Type : Journal Article

Publisher : Journal of Engineering Science and Technology, Taylor's University,

Source : Journal of Engineering Science and Technology, Taylor's University, Volume 12, Number 7, p.1939-1955 (2017)

Url : https://www.scopus.com/inward/record.uri?eid=2-s2.0-85022005196&partnerID=40&md5=934cc195b3fb174907dc7f75670ee548

Campus : Coimbatore

School : Department of Aerospace Engineering, School of Engineering

Department : Aerospace

Year : 2017

Abstract : Aerodynamic performance of a two-element camber morphing airfoil was investigated at low Reynolds number using the transient SST model in ANSYS FLUENT 14.0 and eN method in XFLR5. The two-element camber morphing concept was employed to morph the baseline airfoil into another airfoil by altering the orientation of mean-line at 35% of the chord to achieve better aerodynamic efficiency. NACA 0012 was selected as baseline airfoil. NACA 23012 was chosen as the test case as it has the camber-line similar to that of the morphed airfoil and as it has the same thickness as that of the baseline airfoil. The simulations were carried out at chord based Reynolds numbers of 2.5×105 and 3.9×105. The aerodynamic force coefficients, aerodynamic efficiency and the location of the transition point of laminar separation bubble over these airfoils were studied for various angles of attack. It was found that the aerodynamic efficiency of the morphed airfoil was 12% higher than that of the target airfoil at 4° angle of attack for Reynolds number of 3.9×105 and 54% rise in aerodynamic performance was noted as Reynolds number was varied from 2.5×105 to 3.9×105. The morphed airfoil exhibited the nature of low Reynolds number airfoil. © School of Engineering, Taylor’s University.

Cite this Research Publication : Rajesh Senthil Kumar T., Dr. Sivakumar V., Dr. Balajee Ramakrishnananda, Arjhun, A. K., and , “Numerical Investigation of Two Element Camber Morphing Airfoil in Low Reynolds Number Flows”, Journal of Engineering Science and Technology, vol. 12, pp. 1939-1955, 2017.

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