Influence of sweep angle on the surface pressure of delta wing along pivot positions at hypersonic mach numbers
This study focuses on analyzing pressure distribution across the wing surface under different flight conditions. The distribution of surface pressure plays a crucial role in determining the performance of a delta wing. The outcomes of this research will be beneficial for stability assessment and enh...
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Online Access: | http://irep.iium.edu.my/112062/2/112062_Influence%20of%20sweep%20angle%20on%20the%20surface%20pressure.pdf http://irep.iium.edu.my/112062/8/112062_Influence%20of%20Sweep%20Angle%20on%20the%20Surface%20Pressure%20of%20Delta%20Wing%20Along%20Pivot%20Positions%20at%20Hypersonic%20Mach%20Numbers_SCOPUS.pdf http://irep.iium.edu.my/112062/ https://semarakilmu.com.my/journals/index.php/fluid_mechanics_thermal_sciences/article/view/7268/4720 https://doi.org/10.37934/arfmts.116.2.172191 |
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my.iium.irep.1120622024-09-18T10:12:15Z http://irep.iium.edu.my/112062/ Influence of sweep angle on the surface pressure of delta wing along pivot positions at hypersonic mach numbers Shamitha, A Crasta, Asha Khan, Sher Afghan TL780 Rockets This study focuses on analyzing pressure distribution across the wing surface under different flight conditions. The distribution of surface pressure plays a crucial role in determining the performance of a delta wing. The outcomes of this research will be beneficial for stability assessment and enhancing performance during the aircraft design phase. The paper illustrates the impact of high supersonic Mach numbers, angles of incidence, and specific locations along the three-dimensional delta wing. Strips located at various span-wise positions are treated independently based on a strip theory, which when combined with hypersonic similitude, results in a piston theory. It is important to note that the current theory is only valid when the shock wave remains attached. Viscosity and wave reflection effects have not been taken into account in this particular study. The parameters considered in the study are the Mach numbers (M) in the range 4 to 7. Furthermore, consideration is given to the Angle of Incidence (θ), which varies between 5° to 25°. Along the Wings chord from 0.2 to 1, different points (h) record the pressure results (P2/P1). For numerical simulations, CFD was used, and simulated results at hypersonic Mach numbers matched well with analytical results. Semarak Ilmu Publishing 2024-04-30 Article PeerReviewed application/pdf en http://irep.iium.edu.my/112062/2/112062_Influence%20of%20sweep%20angle%20on%20the%20surface%20pressure.pdf application/pdf en http://irep.iium.edu.my/112062/8/112062_Influence%20of%20Sweep%20Angle%20on%20the%20Surface%20Pressure%20of%20Delta%20Wing%20Along%20Pivot%20Positions%20at%20Hypersonic%20Mach%20Numbers_SCOPUS.pdf Shamitha, A and Crasta, Asha and Khan, Sher Afghan (2024) Influence of sweep angle on the surface pressure of delta wing along pivot positions at hypersonic mach numbers. Journal of Advanced Research in Fluid Mechanics and Thermal Sciences, 116 (2). pp. 172-191. ISSN 2289-7879 https://semarakilmu.com.my/journals/index.php/fluid_mechanics_thermal_sciences/article/view/7268/4720 https://doi.org/10.37934/arfmts.116.2.172191 |
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TL780 Rockets Shamitha, A Crasta, Asha Khan, Sher Afghan Influence of sweep angle on the surface pressure of delta wing along pivot positions at hypersonic mach numbers |
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This study focuses on analyzing pressure distribution across the wing surface under different flight conditions. The distribution of surface pressure plays a crucial role in determining the performance of a delta wing. The outcomes of this research will be beneficial for stability assessment and enhancing performance during the aircraft design phase. The paper illustrates the impact of high supersonic Mach numbers, angles of incidence, and specific locations along the three-dimensional delta wing. Strips located at various span-wise positions are treated independently based on a strip theory, which when combined with hypersonic similitude, results in a piston theory. It is important to note that the current theory is only valid when the shock wave remains attached. Viscosity and wave reflection effects have not been taken into account in this particular study. The parameters considered in the study are the Mach numbers (M) in the range 4 to 7. Furthermore, consideration is given to the Angle of Incidence (θ), which varies between 5° to 25°. Along the Wings chord from 0.2 to 1, different points (h) record the pressure results (P2/P1). For numerical simulations, CFD was used, and simulated results at hypersonic Mach numbers matched well with analytical results. |
format |
Article |
author |
Shamitha, A Crasta, Asha Khan, Sher Afghan |
author_facet |
Shamitha, A Crasta, Asha Khan, Sher Afghan |
author_sort |
Shamitha, A |
title |
Influence of sweep angle on the surface pressure of delta wing along pivot positions at hypersonic mach numbers |
title_short |
Influence of sweep angle on the surface pressure of delta wing along pivot positions at hypersonic mach numbers |
title_full |
Influence of sweep angle on the surface pressure of delta wing along pivot positions at hypersonic mach numbers |
title_fullStr |
Influence of sweep angle on the surface pressure of delta wing along pivot positions at hypersonic mach numbers |
title_full_unstemmed |
Influence of sweep angle on the surface pressure of delta wing along pivot positions at hypersonic mach numbers |
title_sort |
influence of sweep angle on the surface pressure of delta wing along pivot positions at hypersonic mach numbers |
publisher |
Semarak Ilmu Publishing |
publishDate |
2024 |
url |
http://irep.iium.edu.my/112062/2/112062_Influence%20of%20sweep%20angle%20on%20the%20surface%20pressure.pdf http://irep.iium.edu.my/112062/8/112062_Influence%20of%20Sweep%20Angle%20on%20the%20Surface%20Pressure%20of%20Delta%20Wing%20Along%20Pivot%20Positions%20at%20Hypersonic%20Mach%20Numbers_SCOPUS.pdf http://irep.iium.edu.my/112062/ https://semarakilmu.com.my/journals/index.php/fluid_mechanics_thermal_sciences/article/view/7268/4720 https://doi.org/10.37934/arfmts.116.2.172191 |
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