Int J Sports Physiol Perform. 2021 Jul 1;16(7):1001-1007. doi: 10.1123/ijspp.2020-0308. Epub 2021 Feb 27.
To analyze the differences in the force-velocity (F-v) profile assessed under unconstrained (ie, using free weights) and constrained (ie, on a Smith machine) vertical jumps, as well as to determine the between-day reliability.
A total of 23 trained participants (18 [1] y) performed an incremental load squat jump test (with ∼35%, 45%, 60%, and 70% of the subjects' body mass) on 2 different days using free weights and a Smith machine. Nine of these participants repeated the tests on 2 other days for an exploratory analysis of between-day reliability. F-v variables (ie, maximum theoretical force [F0], velocity [v0], and power, and the imbalance between the actual and the theoretically optimal F-v profile) were computed from jump height.
A poor agreement was observed between the F-v variables assessed under constrained and unconstrained conditions (intraclass correlation coefficient [ICC] < .50 for all). The height attained during each single jump performed under both constrained and unconstrained conditions showed an acceptable reliability (coefficient of variation < 10%, ICC > .70). The F-v variables computed under constrained conditions showed an overall good agreement (ICC = .75-.95 for all variables) and no significant differences between days (P > .05), but a high variability for v0, the imbalance between the actual and the theoretically optimal F-v profile, and maximal theoretical power (coefficient of variation = 17.0%-27.4%). No between-day differences were observed for any F-v variable assessed under unconstrained conditions (P > .05), but all of the variables presented a low between-day reliability (coefficient of variation > 10% and ICC < .70 for all).
F-v variables differed meaningfully when obtained from constrained and unconstrained loaded jumps, and most importantly seemed to present a low between-day reliability.
分析在无约束(即使用自由重量)和约束(即在史密斯机上)垂直跳跃条件下评估的力量-速度(F-v)曲线的差异,并确定日内可靠性。
共有 23 名受过训练的参与者(18 岁[1])在 2 天内使用自由重量和史密斯机进行递增负荷深蹲跳测试(使用约 35%、45%、60%和 70%的受试者体重)。其中 9 名参与者在另外 2 天重复测试,以探索日内可靠性。F-v 变量(即最大理论力[F0]、速度[v0]和功率,以及实际和理论上最佳 F-v 曲线之间的不平衡)是从跳跃高度计算得出的。
在约束和无约束条件下评估的 F-v 变量之间观察到较差的一致性(所有变量的组内相关系数[ICC]均<0.50)。在约束和无约束条件下进行的每次单一跳跃所达到的高度均表现出可接受的可靠性(变异系数<10%,ICC>0.70)。在约束条件下计算的 F-v 变量表现出总体良好的一致性(所有变量的 ICC=0.75-0.95),并且在天之间没有显著差异(P>0.05),但 v0 的变异性较大,实际和理论上最佳 F-v 曲线之间的不平衡以及最大理论功率(变异系数=17.0%-27.4%)。在无约束条件下评估的任何 F-v 变量在天之间均未观察到差异(P>0.05),但所有变量的日内可靠性均较低(变异系数>10%且 ICC<0.70)。
在约束和无约束负荷跳跃中获得的 F-v 变量有明显差异,最重要的是,似乎呈现出低的日内可靠性。