2014
DOI: 10.1038/srep05068
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Effect of panel shape of soccer ball on its flight characteristics

Abstract: Soccer balls are typically constructed from 32 pentagonal and hexagonal panels. Recently, however, newer balls named Cafusa, Teamgeist 2, and Jabulani were respectively produced from 32, 14, and 8 panels with shapes and designs dramatically different from those of conventional balls. The newest type of ball, named Brazuca, was produced from six panels and will be used in the 2014 FIFA World Cup in Brazil. There have, however, been few studies on the aerodynamic properties of balls constructed from different nu… Show more

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Cited by 40 publications
(38 citation statements)
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“…In recent years, many aerodynamic studies on footballs have reported that the number, orientation, and shape of the football panels induce a significant effect on the drag characteristics of footballs (Goff and Carré, 2009, Hong and Asai, 2014, Hong and Asai, 2017, Hong et al, 2015, Passmore et al, 2008, Tuplin et al, 2012. The present study demonstrated trends similar to these earlier works.…”
Section: Ball Typesupporting
confidence: 81%
“…In recent years, many aerodynamic studies on footballs have reported that the number, orientation, and shape of the football panels induce a significant effect on the drag characteristics of footballs (Goff and Carré, 2009, Hong and Asai, 2014, Hong and Asai, 2017, Hong et al, 2015, Passmore et al, 2008, Tuplin et al, 2012. The present study demonstrated trends similar to these earlier works.…”
Section: Ball Typesupporting
confidence: 81%
“…Similar trajectories have finally been observed in soccer by Barber et al [8]. In this sport, zigzag paths occur with particular balls (such as the official match ball of the 2010 FIFA World Cup, Jabulani) when kicked with no spin [9]. Finally, knuckleballs have also been reported in cricket for a delivering speed of about 30 m s −1 [10].…”
Section: Introductionsupporting
confidence: 65%
“…Here, F D is the hydrodynamic drag force on the sphere of radius R traveling with velocity U in a fluid of density ρ and dynamic viscosity μ. Controlling the onset of the drag crisis, with dimples on a golf ball or threads on a soccer ball and baseballs, increases their range and stabilizes their trajectories, but can also save propulsive energy in maritime vessel related applications [2][3][4].…”
mentioning
confidence: 99%