Nicholson Ben, Dinsdale Alex, Jones Ben, Till Kevin
Carnegie Applied Rugby Research (CARR) Centre, Carnegie School of Sport, Leeds Beckett University, Leeds LS6 3QS, UK.
Leeds Rhinos Rugby League Club, Leeds LS5 3BW, UK.
Sports (Basel). 2021 Jun 25;9(7):93. doi: 10.3390/sports9070093.
This cross-sectional study evaluated the sprint and jump mechanical profiles of male academy rugby league players, the differences between positions, and the associations between mechanical profiles and sprint performance. Twenty academy rugby league players performed 40-m sprints and squat jumps at increasing loads (0-80 kg) to determine individual mechanical (force-velocity-power) and performance variables. The mechanical variables (absolute and relative theoretical maximal force-velocity-power, force-velocity linear relationship, and mechanical efficiency) were determined from the mechanical profiles. Forwards had significantly ( < 0.05) greater vertical and horizontal force, momentum but jumped lower (unloaded) and were slower than backs. No athlete presented an optimal jump profile. No associations were found between jump and sprint mechanical variables. Absolute theoretical maximal vertical force significantly ( < 0.05) correlated (r = 0.71-0.77) with sprint momentum. Moderate (r = -0.47) to near-perfect (r = 1.00) significant associations ( < 0.05) were found between sprint mechanical and performance variables. The largest associations shifted from maximum relative horizontal force-power generation and application to maximum velocity capabilities and force application at high velocities as distance increased. The jump and sprint mechanical profiles appear to provide distinctive and highly variable information about academy rugby league players' sprint and jump capacities. Associations between mechanical variables and sprint performance suggest horizontal and vertical profiles differ and should be trained accordingly.
这项横断面研究评估了男子学院橄榄球联盟球员的短跑和跳跃力学特征、不同位置之间的差异以及力学特征与短跑成绩之间的关联。20名学院橄榄球联盟球员在递增负荷(0 - 80千克)下进行了40米短跑和深蹲跳,以确定个体的力学(力-速度-功率)和成绩变量。从力学特征中确定力学变量(绝对和相对理论最大力-速度-功率、力-速度线性关系以及力学效率)。前锋在垂直和水平方向上具有显著更高的力和动量(P < 0.05),但(无负荷时)跳跃高度较低,且比后卫跑得慢。没有运动员呈现出最佳的跳跃特征。未发现跳跃和短跑力学变量之间存在关联。绝对理论最大垂直力与短跑动量显著相关(P < 0.05,r = 0.71 - 0.77)。在短跑力学变量和成绩变量之间发现了中等程度(r = -0.47)到近乎完美(r = 1.00)的显著关联(P < 0.05)。随着距离增加,最大的关联从最大相对水平力-功率的产生和应用转移到最大速度能力以及高速下的力应用。跳跃和短跑力学特征似乎提供了关于学院橄榄球联盟球员短跑和跳跃能力的独特且高度可变的信息。力学变量与短跑成绩之间的关联表明水平和垂直特征有所不同,应据此进行训练。