| Literature DB >> 29339997 |
Alba Práxedes1, Alberto Moreno1, Luis García-González2, David Pizarro1, Fernando Del Villar3.
Abstract
The Relative Age Effect (RAE) in sport has been targeted by many research studies. The objective of this study was to analyze, in amateur clubs, the RAE of soccer players, according to the sport expertise level of the team (e.g., A, B, C and subsequent) that they belong to within the same game category. 1,098 soccer players in formative stages took part in the study, with ages varying between 6 and 18 years old (U8 to U19 categories). All of them were members of 4 Spanish federated clubs. The birth dates were classified into 4 quartiles (Q1 = Jan-Mar; Q2 = Apr-Jun; Q3 = Jul-Sept; Q4 = Oct-Dec)according to the team they belonged to. The results obtained in the chi-squared test and d value (effect size) revealed the existence of RAE in the teams with the highest expertise level, "A" (X2 = 15.342, p = .002, d = 0.4473) and "B" (X2 = 10.905, p = .012, d = 0.3657). However, in the lower level teams, "C and subsequent", this effect was not observed. Present findings show that players born during the first months of the year tend to be selected to play in teams with a higher sport expertise level of each category, due to their physical maturity. Consequently, this causes differences in terms of the experience they accumulate and the motivation that this creates in these players.Entities:
Keywords: relative age effect; soccer; sports training; talent identification
Year: 2017 PMID: 29339997 PMCID: PMC5765797 DOI: 10.1515/hukin-2017-0100
Source DB: PubMed Journal: J Hum Kinet ISSN: 1640-5544 Impact factor: 2.193
Distribution of birth dates and relative age effect size of soccer players according to the team level.
| Team | Number & % of players per quartile | χ2 | Effect size ( | |||||
|---|---|---|---|---|---|---|---|---|
| Q1 (%) | Q2 (%) | Q3 (%) | Q4 (%) | Total | ||||
| A | 107 (33.2) | 85 (26.4) | 69 (21.4) | 61 (18.9) | 322 | 15.342 | .4473 | |
| B | 107 (31.8) | 86 (25.5) | 79 (23.4) | 65 (19.3) | 337 | 10.905 | .3657 | |
| C and subseq. | 110 (24.5) | 116 (25.8) | 117 (26.1) | 106 (23.6) | 449 | .719 | .869 | .0801 |
Note. Q1-Q4 = birth quartiles 1-4; χ2 = Chi-square value; p = significance.
Figure 1Distribution of birth dates according to the quartile in the three teams with different sport expertise levels