| Literature DB >> 30539115 |
Dana Guy-Cherry1, Ahmad Alanazi2, Lauren Miller1, Darrin Staloch1, Alexis Ortiz-Rodriguez3.
Abstract
The aim was to determine which three landing styles - stiff (ST), self-selected (SS), or soft (SF) - exhibit safer landing mechanics and greater jumping performance. Thirty participants (age: 26.5±5.1 years; height: 171.0±8.8 cm; weight: 69.7±10.1 kg) performed five trials of three randomized drop jump (40 cm) landing styles including SF (~60° knee flexion), ST (knees as straight as possible), and SS. Knee flexion and valgus angles and kinetics were measured. An electromyography system measured muscle activity of the gluteus maximus, quadriceps, hamstrings, tibialis anterior, and gastrocnemius. Reactive strength index (RSI) was used to measure jumping performance. ANOVAs were used to compare the three landings. All landings differed in knee flexion (p<0.001; effect size (η 2 ): 0.9) but not valgus (p=.13; η 2 :.15). RSI (mm·ms -1 ) showed differences for all jumps (p<0.001; η 2 : 0.7) with SS (0.96) showing the highest value, then ST (0.93), and SF (0.64). Ground reaction forces were different between jumps (p<0.001; η 2 : 0.4) with SF (1.34/bodyweight (bw)) showing lower forces, then SS (1.50/bw), and ST (1.81/bw). No between-jump differences were observed for EMG (p>0.66; η 2 : 0.3). No landing demonstrated valgus landing mechanics. The SS landing exhibited the highest RSI. However, the 1.8/bw exhibited by the ST landing might contribute to overload of musculotendinous structures at the knee.Entities:
Keywords: drop jump; jumping; knee; landing; valgus
Year: 2018 PMID: 30539115 PMCID: PMC6225960 DOI: 10.1055/a-0608-4280
Source DB: PubMed Journal: Sports Med Int Open ISSN: 2367-1890
Fig. 1Representation of normalized landing phase for all three jumps. Initial contact with the force plates is represented as zero with 100% representing take-off towards the countermovement jump. The solid line represents mean values while shaded area represents the 95% confidence interval.
Table 1 Means and standard deviations for all variables between the three jumps.
| Variable | Soft Mean±SD 95%CI | Stiff Mean±SD 95%CI | Self-selected Mean±SD 95%CI |
|---|---|---|---|
| Knee flexion (°) a | 116.1±11.1 b 111.7–120.5 | 60.4±13.1 b 55.2–65.6 | 89. 5±14.6 b 83.7–95.2 |
| Knee valgus (°) | 6.6±7.4 3.6–9.5 | 5.6±5.7 3.4–7.8 | 7.3±7.7 4.2–10.3 |
| Peak pressure (%BW) a | 1.3±1.3 b 1.2–1.4 | 1.8±0.7 b 1.5–2.0 | 1.5±0.3 b 1.3–1.6 |
| RSI a | 0.6 ±0.3 b 0.5–0.7 | 0.9 ±0.5 0.7–1.1 | 0.9 ±0.4 0.8–1.1 |
a Statistically significant differences between all jumps from RepANOVA; b Statistically significant differences between jumps after post-hoc analysis; 95%CI: 95% confidence interval; SD: standard deviation
Table 2 Root mean square (RMS) electromyography variables between the three jumps.
| Muscle | Soft Mean±SD (μV) 95%CI | StiffMean±SD (μV) 95%CI | Self-selectedMean±SD (μV) 95%CI |
|---|---|---|---|
| Gluteus maximus | 43.6±14.5 38.1–49.1 | 44.2±12.6 39.4–48.9 | 40.7±14.5 35.3–46.4 |
| Quadriceps | 33.6±17.3 27.0–40.2 | 30.8±16.9 24.4–37.3 | 28.6±15.8 22.6–34.6 |
| Hamstrings | 42.7± 15.3 36.8–48.5 | 43.9±16.7 37.6–50.3 | 39.5±15.1 33.8–45.3 |
| Tibialis anterior | 40.5±19.5 33.2–48.0 | 43.3±16.1 37.2–49.4 | 39.2±16.6 32.9–45.5 |
| Gastrocnemius | 32.7±10.1 28.8–36.5 | 31.8±14.5 26.3–37.3 | 31.7±11.6 27.3–36.1 |
95%CI: 95% confidence interval; SD: standard deviation