| 研究生: |
馮美儂 Vonthron, Manon |
|---|---|
| 論文名稱: |
自行車車架空氣動力性能值模擬 CFD study of cross-section foils performances in cycling aerodynamics |
| 指導教授: |
苗君易
Miau, Jiun-Jih |
| 學位類別: |
碩士 Master |
| 系所名稱: |
工學院 - 航空太空工程學系 Department of Aeronautics & Astronautics |
| 論文出版年: | 2015 |
| 畢業學年度: | 103 |
| 語文別: | 英文 |
| 論文頁數: | 125 |
| 外文關鍵詞: | Cycling aerodynamics, CFD, Flow separation, Aerodynamic coefficients |
| 相關次數: | 點閱:82 下載:1 |
| 分享至: |
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In cycling aerodynamics, many kinds of foils have been used on bicycles during the History (cylinder, tear drop or NACA). The aerodynamic performances in low Reynolds number are studied because of the early flow separation and vortex generation.
From a scientific paper presenting a new foil which has remarkable aerodynamic performances, the project has been launched. The aim is to find a new geometric design providing better aerodynamic performances like the TE (Truncated Ellipse) and the TEM (Truncated Ellipse Modified) in low Reynolds number for 2D and 3D simulations.
Different geometric parameters influence the performances as the thickness and the chord length.
The final CFD results give us the TEM which follows the Kammtail principles. This design shows a lower drag coefficient than TE or NACA. At low yaw angles (≤ 10 degrees), the TEM has better performances and is acting as a bluff body and thus the flow separation is delayed. At higher yaw angles (>10 degrees), the aerodynamic drag coefficient combined with an extremely high aerodynamic lift coefficient gives a much lower drag coefficient along the chord direction. This high aerodynamic lift is given by the separation bubble found on the TEM at a higher yaw angle.
About 3D simulations, at low yaw angle, the cycling drag coefficient is close to the 2D simulations. But at higher yaw angle, the performances are damaged due to the lift-induced drag. And these results are confirmed by experiences (dye injection, PIV).
1. Ahlborna B., Setob M.L., Noack B.R., On drag, Strouhal number and vortex-street structure, Fluid Dynamics Research 30: 379–399, 2002.
2. Anderson J.D., Fundamentals of aerodynamics, third edition, McGraw-Hill International Edition, Boston, 2001, p.56, p.61.
3. Anderson J.D., Introduction to flight, third edition, McGraw-Hill International Edition, New-York, 1989, p.193.
4. ANSYS Fluent user’s guide, Release 6.2, 2005, p.26-25.
5. ANSYS Fluent user’s guide, Release 14.0, 2011, p.264, p.912.
6. Atkinson G., Peacock O. and Passfield L., Variable versus constant power strategies during cycling time-trials: Prediction of time-savings using an up-to-date mathematical model, Journal of Sports Sciences 25: 1001-1009, 2007.
7. Berry M.J., Pollock W.E., Van Nieuwenhuizen K. and Brubaker P.H., A comparison between aero and standard racing handlebars during prolonged exercise, International Journal of Sports Medicine 15: 16-20, 1994.
8. Blevins R.D., Applied fluid dynamics handbook, Van Nostrand Reinhold, New York, 1984, p.350.
9. Bullivant K.W., Tests of the NACA 0025 and 0035 airfoils in the full-scale wind tunnel, Report No.708, Washington, 1941.
10. Chabroux V., Barelle C. and Favier D., Aerodynamics of time trial bicycle helmets, The Engineering of Sport 7, vol. 2, Springer, Paris, 2008, pp.401-410.
11. Clancy L.J., Aerodynamics, Wiley, New York 1975, pp.46-49, pp.84-87.
12. Debraux P., Assessment methods aerodynamics in cycling [in French], 2012.
13. Defraeye T., Blocken B., Koninckx E., Hespel P., Carmeliet J., CFD analysis of drag and convective heat transfer of individual body segments for different cyclist positions, Department of Civil Engineering, Katholieke Universiteit Leuven, Heverlee, Belgium, 2011.
14. Di Prampero P.E., Cortili G., Mognoni P. and Saibene F., Equation of motion of a cyclist, Journal Applied of Physiology:17: 201-206, 1979.
15. Di Prampero P.E., The energy cost of human locomotion on land and in water, International Journal of Sports and Medicine 7: 55-72, 1986.
16. Di Prampero P.E., Cycling on Earth, in space and on the Moon, European Journal Applied of Physiology 82:345-360, 2000.
17. Eckermann E., Albrecht P.L, World history of the automobile, SAE International, 2001.
18. Erickson G.E., Vortex flow correlation, Hawthorne, January 1981.
19. Faria I.E., Energy expenditure, aerodynamics and medical problems in cycling, Sports Medicine 14: 43-63, 1992.
20. Faria E.W., Parker D.L. and Faria I.E., The science of cycling: Factors affecting performance – Part 2, Sports Medicine 35: 313-337, 2005.
21. Fox W.R., Mcdonald A.T. and Pritchard P.J., Introduction to fluid mechanics, sixth edition, Wiley, New York, 2003, p.38.
22. George P.L., Automatic mesh generation, Wiley, Chichester, 1991, p.8.
23. Gibertini G., Grassi D., Macchi M. and De Bortoli G., Cycling shoe aerodynamics, Sports Engineering 12 (3): 155-161, 2010.
24. Godo M.N., Corson D. and Legensky S.M., An Aerodynamic Study of Bicycle Wheel Performance Using CFD, American Institute of Aeronautics and Astronautics, 2009.
25. Harder P., Cusack D., Matson C., Lavery M., Airfoil Development for the Trek Speed Concept Triathlon Bicycle, 2010.
26. Heckmann F., Meshing, PowerPoint, 2012.
27. Heil D.P., Body mass scaling of projected frontal area in competitive cyclists, European Journal of Applied Physiology 85: 520-528, 2001.
28. Hoerner S.F., Fluid-dynamic drag, 1965, p.15-1, p.15-2.
29. Hoffman J. and Johnson C., Analysis of Separation in Turbulent Incompressible Flow, Computational technology laboratory, School of computer science and communication, Royal Institute of technology, 2011.
30. Hu H. and Yang Z., An Experimental Study of the Laminar Flow Separation on a Low-Reynolds-Number Airfoil, Journal of fluid engineering, vol. 130, 2008.
31. Husson S., 2D CFD study of cross-section foils performances in cycling aerodynamics, Thesis, 2014.
32. Jacobs E.N., Ward K.E and Pinkerton R.M., The characteristics of 78 related airfoil sections from tests in the variable-density wind tunnel, NACA report No. 460, 1935.
33. Janna S.W., Introduction to Fluid Mechanics, fourth edition, CRC Press, New York, 2010, p.275.
34. Jeukendrup A.E. and Martin J., Improving cycling performance: How should we spend our time and money, Sports Medicine 31: 559-569, 2001.
35. Kermode A.C., Mechanics of flight, eleventh edition, Pearson Prentice Hall, Harlow, England, New York, 2006, p.99.
36. Kondo K., Aono H., Nonomura T., Anyoji M., Oyama A., Liu T., Fujii K., Yamamoto M., Analysis of Owl-like Airfoil Aerodynamics at Low Reynolds Number Flow.
37. Kumar B., DeRemer D., and Marshall D.M., An illustrated dictionary of aviation, Mc Graw Hill, New York, 2005, p.359.
38. Kyle C.R. and Burke E.R., Improving the racing bicycle, Mechanical engineering106 (9): 34–35, 1984.
39. Lewis R.E., Nithiarasu P. and Seetharamu K., Fundamentals of the Finite Element Method for Heat and Fluid Flow, 2004.
40. Lukes R.A., Chin S.B. and Haake S.J., The understanding and development of cycling aerodynamics, Sports Engng 8(2): 59–74, 2005.
41. Mavriplis D.J., Mesh generation and adaptivity for complex geometries and flows, Handbook of fluid mechanics, 1996.
42. Melling A., Tracer particles and seeding for particle image velocimetry, Measurement Science and Technology 8 (12): 1406, 1997.
43. Millet G.P. and Candau R., Mechanical factors of the energy cost in three human locomotions [in French], Science & Sports 17: 166-176, 2002.
44. Munson B.R., Young D.F., and Okiishi T.H., Fundamentals of Fluid Mechanics, 5th edition, Wiley, New York, 2006, p.582-583.
45. Nakyama Y., Visualized flow, Japan Society of Mechanical Engineers, Woods, New York 1988, pp.76-79.
46. Raffel M., Willert C., Wereley S. and Kompenhans J., Particle image velocimetry, second edition, Springer, New York, 2007, p.4.
47. Sadraey M., Aircraft performance analysis, 2009, chapter 3 p.3.
48. Shames I.H., Mechanics of fluids, fourth edition, McGraw-Hill International Edition, New York, 2003, p.687.
49. Talay T.A., Introduction to the Aerodynamics of Flight, NASA SP-367, 1975, p.49.
50. Tew G.S. and Sayers A.T., Aerodynamics of yawed racing cycle wheels, Journal of Wind Engineering and Industrial Aerodynamics 82: 209-222, 1999.
51. UCI cycling regulations, General organization of cycling as a sport, 2013.
52. UCI cycling regulations, General organization of cycling as a sport, 2014.
53. Wahidi R., Lai W., Hubner J.P., Lang A., Volumetric Three-Component Velocimetry and PIV Measurements of Laminar Separation Bubbles on a NACA4412 Airfoil, 2012.
54. White F.M., Viscous fluid flow, third edition, McGraw-Hill Higher Education, Boston, 2006, p.5.