| Literature DB >> 36157960 |
Parunchaya Jamkrajang1, Atipong Mongkolpichayaruk1, Weerawat Limroongreungrat1, Huw Wiltshire2, Gareth Irwin2.
Abstract
Single arm blocking is a key component of successful basketball defence. The player uses either their dominant or non-dominant arm to block the ball landing on a common leg. Understanding how the bio-physical loads of the landing leg change as a function of the blocking arm will provide insights into potential injury risk of the lower limb. The aim of this study was to investigate the effects of arm dominance on the biomechanical variables of injury risk of the lower limb, specifically the knee joint during the single-leg landing in female basketball players. Kinematic and kinetic data were collected from fourteen female basketball athletes (20.85 ± 1.35 years, 1.69 ± 0.06 m, 60.37 ± 7.75 kg), each performing three trials of a dominant arm and non-dominant block jump landing on the dominant leg. The results showed significantly higher anterior and medial ground reaction force, knee joint flexion and abduction and lateral knee force during the dominant arm landing (p < 0.05). These findings highlight potential injury risk and the need for the player to be more proficient at dominant arm block-shot landing. The player should aim to develop a larger landscape of technique to meet the demands of the game and facilitate a more effective and safer landing strategy.Entities:
Keywords: anterior cruciate ligament injury; arm movement; basketball; knee joint biomechanics
Year: 2022 PMID: 36157960 PMCID: PMC9465755 DOI: 10.2478/hukin-2022-0100
Source DB: PubMed Journal: J Hum Kinet ISSN: 1640-5544 Impact factor: 2.923
Figure 1Illustration of the data collection, experimental set up.
Figure 2Mean and standard deviation GRF in three axes between NDA and DA landing conditions (A = peak forces, B = anterior-posterior and medial-lateral force at peak vertical force, C = vertical, medial-lateral and anterior-posterior force at maximum knee flexion, D = knee joint angle at peak GRFs in three axes, E = knee joint angle at peak GRFs in three axes).
Figure 3Mean and standard deviation of the knee joint kinetics between NDA and DA landing conditions (A = peak knee forces, B = peak knee forces at peak vertical force, C = peak knee forces at maximum knee flexion, D = peak knee moments, E = peak knee moments at peak vertical force, F = peak knee moments at maximum knee flexion).