| Literature DB >> 35643876 |
Damian J Harper1, Alistair J McBurnie2, Thomas Dos' Santos3, Ola Eriksrud4, Martin Evans5, Daniel D Cohen6,7, David Rhodes8, Christopher Carling9,10, John Kiely11.
Abstract
Rapid horizontal accelerations and decelerations are crucial events enabling the changes of velocity and direction integral to sports involving random intermittent multi-directional movements. However, relative to horizontal acceleration, there have been considerably fewer scientific investigations into the biomechanical and neuromuscular demands of horizontal deceleration and the qualities underpinning horizontal deceleration performance. Accordingly, the aims of this review article are to: (1) conduct an evidence-based review of the biomechanical demands of horizontal deceleration and (2) identify biomechanical and neuromuscular performance determinants of horizontal deceleration, with the aim of outlining relevant performance implications for random intermittent multi-directional sports. We highlight that horizontal decelerations have a unique ground reaction force profile, characterised by high-impact peak forces and loading rates. The highest magnitude of these forces occurs during the early stance phase (< 50 ms) and is shown to be up to 2.7 times greater than those seen during the first steps of a maximal horizontal acceleration. As such, inability for either limb to tolerate these forces may result in a diminished ability to brake, subsequently reducing deceleration capacity, and increasing vulnerability to excessive forces that could heighten injury risk and severity of muscle damage. Two factors are highlighted as especially important for enhancing horizontal deceleration ability: (1) braking force control and (2) braking force attenuation. Whilst various eccentric strength qualities have been reported to be important for achieving these purposes, the potential importance of concentric, isometric and reactive strength, in addition to an enhanced technical ability to apply braking force is also highlighted. Last, the review provides recommended research directions to enhance future understanding of horizontal deceleration ability.Entities:
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Year: 2022 PMID: 35643876 PMCID: PMC9474351 DOI: 10.1007/s40279-022-01693-0
Source DB: PubMed Journal: Sports Med ISSN: 0112-1642 Impact factor: 11.928
Summary of biomechanical demands of horizontal deceleration and performance implications
| Study | Participants | Deceleration task (measurement) | Biomechanical demand | Performance implications |
|---|---|---|---|---|
| Cesar and Sigward [ | 16 male physically active adults and 15 male children | Sprint to stop at 13-m known distance boundary (Qualisys 3D motion cameras, 250 Hz) | Children approach DEC at a higher percentage of their maximal velocity compared with adults (87 vs 77%) Adults have less anterior–posterior excursion of COM compared with children (48 vs 65 cm) during DEC Adults have greater relative posterior COM position during DEC compared with children (30 vs 14 cm) Adults have lower relative vertical COM position during DEC compared with children (86 vs 94 cm) Adults have lower percentage of time anterior to COM during DEC compared with children | Increased COM posterior position when decelerating will help to reduce anterior–posterior COM excursion Increased anterior COM position when decelerating may represent decreased stability and a more cautious deceleration strategy Quicker anticipatory postural adjustments and more effective braking force application in those more experienced with deceleration activities |
| Colby et al. [ | 15 collegiate and recreational athletes (9 were male and 6 were female) | Submaximal run to stop at 8-m known distance. EMG recorded on last step of stop (Pulnix 2D motion camera (60 Hz); Noraxon EMG, 600 Hz) | During last step of DEC, peak quadriceps activation was 161% of maximal seated isometric knee extension MVC and occurred at 39° of knee flexion (mid-stance) During last step of DEC, minimum hamstring activation was 39% of maximal seated isometric knee flexion MVC occurring at 28° of knee flexion (just after foot strike) Largest difference between quadriceps and hamstring activation during DEC occurred after minimal hamstring activation and just after peak quadriceps activation | During final step of DEC quadriceps activation is substantially greater than seated isometric knee extension MVC Increased quadriceps activation during DEC due to increased eccentric muscle action and passive elastic forces caused by high external GRF and joint flexion angular velocities upon ground contact Decreased hamstring activation in conjunction with increased quadriceps activation during DEC could increase chance of anterior tibial shear force that could increase ACL injury risk Increasing hamstring activation during DEC along with enhanced deceleration technique could reduce ACL injury risk |
| Dix et al. [ | 51 NCAA Division I and II female soccer players | 10-m maximal ACC to DEC (Vicon motion cameras, 240 Hz; Bertec force plate, 1080 Hz) | Hip adduction angle (°): DL = 2.24, NDL = 1.06 Hip internal rotation angle (°): DL = 8.04, NDL = 8.41 Knee abduction angle (°): DL = − 2.00, NDL = − 1.32 Valgus collapse (°): DL = 3.02, NDL = 0.42 Hip adduction angle (°): Injured = 8.63, Uninjured = 1.66 Knee valgus collapse (°): Injured = 8.57, Uninjured = 0.65 | Braking during DEC increases demand on proximal hip control to prevent hip adduction and knee valgus collapse Athletes who sustain future ACL injury may demonstrate increased hip adduction angle and knee valgus collapse during maximal DEC Maximal DEC could be used as a sport-specific screening task to identify athletes who may have increased risk of future ACL injury |
| Di Paulo et al. [ | 34 recreational and elite soccer players (18 were male and 16 were female) | 10-m maximal ACC to DEC followed by backpedal (3D motion cameras, 120 Hz; Vicon motion cameras, 100 Hz; AMTI force plate, 120 Hz) | Average peak knee abduction moment during last step of horizontal DEC (Nm/kg): male player = 1.4, female player = 1.6 Peak knee abduction moment significantly higher in soccer players with high compared with low limb stability, frontal plane knee projection angle, GRF vector and total 2D video horizontal DEC movement score comprising: (1) limb stability, (2) pelvis stability, (3) trunk stability, (4) shock absorption and (5) movement strategy | 2D video horizontal DEC movement score can identify players with high knee abduction moments during horizontal DEC and potential risk of knee injury, such as ACL 2D video horizontal DEC screening could evaluate movement quality during horizontal DEC and inform training and progression of this skill Knee joint overloading (i.e. peak knee abduction moment) most sensitive to frontal plane assessments (i.e. knee projection angle and GRF vector), highlighting importance of training exercises that can enhance lower-limb frontal plane control during rapid horizontal DEC |
| Dos’Santos et al. [ | 27 male multi-sport players (soccer | 45, 90 and 180° COD with 5-m entry and 3-m to 5-m exit (Qualisys 3D motion cameras, 240 Hz; AMTI force plates, 1200 Hz) | FFC GCT (s): 45° = 0.20, 90° = 0.30, 180° = 0.51 Approach velocity (m·s−1): 45° = 5.22, 90° = 4.51, 180° = 4.00 Velocity at FFC (m·s−1): 45° = 5.06, 90° = 3.43, 180° = 2.68 Exit velocity (m·s −1): 45° = 5.27, 90° = 3.29, 180° = 2.20 PFC peak horizontal GRF (BW): 45° = − 0.68, 90° = − 1.60, 180° = − 1.54 FFC peak knee abduction moment (Nm/kg): 45° = 0.83, 90° = 1.19, 180° = 0.85 FFC peak knee internal rotation moment (Nm/kg): 45° = − 0.50, 90° = − 1.00, 180° = − 0.48 | Significantly greater GCT during FFC when there is a higher DEC demand prior to COD (i.e. slower stretch–shortening cycle demands in FFC) Higher braking forces during PFC of severe COD required to reduce momentum prior to FFC and facilitate faster COD If athletes cannot brake effectively in steps prior to FFC during sharper COD angles, it could expose athletes to higher knee joint loading during FFC, potentially increasing non-contact ACL injury risk Dual-foot contact braking strategy during 180° COD may help to decrease knee joint loads during FFC by more evenly distributing loads across both legs, in contrast to 90° COD, which appears to be more “high risk” |
| Falch et al. [ | 23 male Norwegian soccer players (2nd–6th league tier experience) | 4 or 20-m maximal sprint with 45, 90, 135 or 180° COD and 4-m re-ACC (Xsens 3D inertial sensor motion-capture, 240 Hz) | Number of braking steps during DEC from 4 m approach: 45° = 0.4, 90° = 2.7, 135° = 3.3, 180° = 3.3 Number of braking steps during DEC from 20 m approach: 45° = 2.9, 90° = 5.4, 135° = 6.4, 180° = 6.3 | ‘Force-dominant’ COD (i.e. > 90°) involve significantly greater braking steps than velocity-dominant COD (i.e. < 90°) Increased approach distances (i.e. COM approach velocity) require more braking steps to reduce whole body momentum and distribute braking forces, highlighting the “multi-step” nature of DEC Increased approach velocities require greater braking forces to be generated in less time (i.e. increased braking impulse) |
| Gageler et al. [ | 3 recreational to professional running athletes | Sub-maximal self-selected run to DEC at 3 or 6-m known distance boundary (OptiTrack motion cameras, 100 Hz) | Mean peak trunk acceleration (g): 3 and 6-m DEC distance = ~ 6–7 g Mean peak ankle acceleration (g): 3-m DEC distance = ~ 25–27, 6-m DEC distance = ~ 18–24 Force attenuation ankle-to-knee (%): 3-m DEC distance = 76.5, 6-m DEC distance = 68.3 Force attenuation knee-to-sacrum (%): 3-m DEC = 10.8, 6-m DEC = 15.4 Force attenuation sacrum-to-upper torso (%): 3-m DEC distance = 12.7, 6-m DEC distance = 16 | Ankle very high-impact forces during rapid DEC Ankle-to-knee muscle–tendon complexes attenuate most shock during each braking step of DEC Increased ankle-to-knee force attenuation demands with shorter enforced DEC Increased DEC distance enables force to be attenuated more evenly both between limbs and across steps Short rapid enforced DEC place greater force attenuation demands in early braking steps (i.e. steps 1–3 of 5) Increased frequency of rapid DEC could increase onset of fatigue and susceptibility to muscle–tendon damage and injury |
| Gray et al. [ | 10 male elite AFL players | Maximal DEC from high-speed run compared to maximal ACC (GPSports GPS receiver, 5 Hz) | Approach velocity prior to DEC (m·s−1) = ~ 8.00 Mean DEC time (s) = 2.1 Mean peak DEC (m·s−2) = − 5.3 Peak mechanical power (W/kg): DEC = 44, ACC = 31 Peak mechanical demand (J/kg.m): ACC = 6.8, DEC = 8.1 Total mechanical work during DEC (J/kg) = 58 (~ 52% DEC COM, ~ 32% swinging limbs, 14% vertical ACC/DEC of COM, 1% air resistance) Total mechanical work during ACC (J/kg) = 161 (~ 25% ACC COM, ~ 54% swinging limbs, 15% vertical ACC/DEC of COM, 6% air resistance) | Highest mechanical demand during DEC when the rate of change in velocity is greatest, i.e. peak DEC Intense DEC have a greater mechanical demand than ACC High peak mechanical demands when performing intense DEC could increase risk of tissue damage (i.e. mechanical and metabolic cost) DEC may require greater mechanical work than ACC to change COM velocity DEC may require less mechanical work than ACC to swing the limbs |
| Hader et al. [ | 12 male highly trained adolescent soccer players | 10 or 15-m sprint, 90° turn and 10-m re-acceleration (Laveg laser guns, 100 Hz) | Peak DEC (m·s−2): 10 m = − 3.00, 15 m = − 3.29 DEC distance (m): 10 m = 7.1, 15 m = 8.7 No differences in quadriceps and hamstring EMG activity when approaching COD from greater approach distances and velocities Substantially greater quadriceps and hamstring EMG activity in most intense DEC phase of COD compared with horizontal sprint without COD Reduced metabolic power demands during DEC | Increased DEC with increased COD angle (i.e. angle-velocity trade-off) Decreased metabolic power when DEC due to increased eccentric muscle action and use of passive elastic structures Increased quadriceps and hamstring muscle activity during most intense DEC immediately prior to COD to support large external moments Quadriceps EMG greater than hamstrings during most intense DEC immediately prior to COD Increased quadriceps activity for attenuating high eccentric forces during most intense DEC phase Increased hamstring activity for knee stabilisation during most intense DEC phase Increased DEC distances prior to COD to maintain quadriceps and hamstring activity within neuromuscular capacities |
| Harper et al. [ | 38 university team sport players (29 were male and 9 were female) | 20-m maximal ACC to DEC followed by backpedal (Stalker radar gun, 47 Hz) | Mean approach velocity (m·s−2) = 7.35 DEC distance-to-stop (m) = 6.86 DEC time-to-stop (s) = 1.50 Average deceleration (m·s−2) = − 4.44, early DEC phase = − 3.88, late DEC phase = − 5.99 Peak DEC (m·s−2) = − 8.48 Average HBP (W/kg) = − 17.43, early DEC phase = − 20.46, late DEC phase = − 12.58 Peak HBP (W/kg) = − 34.90 Average HBF (N/kg) = − 4.36, early DEC phase = − 3.66, late DEC phase = − 5.58 Peak HBF (N/kg) = − 8.44 | Increased HBP in early DEC phase when COM velocity higher and time to apply force lower Increased peak DEC and HBF in late DEC phase when COM velocity lower and time to apply force higher Increased ability to brake during early DEC phase could reduce the magnitude of forces in late DEC phase and subsequent risk of tissue damage and injury |
| Havens and Sigward [ | 25 high-level soccer players (13 were male and 12 were female) | 7.5-m sprint, 45 and 90° COD and 7.5-m re-acceleration (Qualisys 3D motion cameras, 250 Hz; AMTI force plates, 1500 Hz) | Mean approach velocity (m·s−1) = 4.72 Mean GCT (ms): PFC = 194, FFC = 252 Increased impulse, HBF and COM-COP distance during PFC compared to FFC in 90 vs 45° COD | Increase DEC demands during 90° vs 45° COD requiring increased foot to COM distance to generate posterior force Increased DEC demands requires increased impulse through increasing HBF and GCT Decreased perceptual and decision-making skills means reduced ability to pre-plan DEC strategy (i.e. anticipatory postural adjustments) in advance If lower extremity not prepared to deal with high external forces and moments during DEC, it could increase risk of passive tissue strains |
| Jones et al. [ | 26 female elite and sub-elite soccer players | 10-m sprint, 90° COD and 3-m re-ACC (Qualisys 3D motion cameras, 240 Hz) | Increased peak HBF in PFC compared to FFC represents increased HBF ratio | Increase peak HBF during PFC could reduce knee abduction moments during FFC of COD, potentially modifying injury risk Increased peak HBF in PFC vs FFC represents increased HBF ratio HBF ratio provides information on braking strategy prior to COD |
| Jones et al. [ | 27 female second-tier English soccer players | 10-m sprint, 180° COD and 5-m re-ACC (Qualisys 3D motion cameras, 240 Hz; AMTI force plates, 1500 Hz) | Mean approach velocity (m·s−1) = 4.02 Peak HBF (body weight): PFC = − 1.79, FFC = − 1.65 | Increased peak HBF during PFC could reduce knee abduction moments during FFC, potentially reducing injury risk |
| Jones et al. [ | 22 female second-tier English soccer players | 10-m sprint, with 90 or 180° COD and 3-m or 10-m re-ACC, respectively (Qualisys 3D motion cameras, 240 Hz; AMTI force plates, 1500 Hz) | Mean approach velocity (m·s−1): 90° COD = 4.40, 180° COD = 4.03 m·s−1 GCT (s): COD 90° PFC = 0.19, FFC = 0.26 GCT (s): COD 180° PFC = 0.38, FFC = 0.52 PFC = Peak knee external moments 30–40% of stance PFC = Increased plantar flexion external moment at 10% GCT, but increased dorsi flexion external moment at 50% GCT vs FFC 180° COD = increased peak vertical and HBF, knee and ankle flexion angles and average knee flexion and peak ankle PF moments during PFC vs FFC | Increased peak, but not mean HBF in PFC vs FFC Increased hip and knee flexor external moments must be counteracted in the PFC compared to FFC Increased braking force during PFC due to more upright and posterior trunk Increased HBF during PFC may reduce forces and injury risk during FFC Increased technical ability to apply braking forces prior to COD can increase COD performance Rapid dorsi and plantar flexion moments are required to accurately orientate, apply and attenuate braking forces |
| Jordan et al. [ | 1 male competitive soccer player | Maximal DEC following 20-m sprint performed at 50 (3.61 m·s−1), 75 (5.81 m·s−1) and 100% (6.45 m·s−1) self-perceived effort (Qualisys 3D motion cameras, 240 Hz) | GCT (s): 50% effort = 0.24, 75% effort = 0.18, 100% effort = 0.19 Foot-COM distance (m): 50% effort = 0.39, 75% effort = 0.40, 100% effort = 0.44 Dorsiflexion angular velocity (°/s−1): 50% effort = 229, 75% effort = 364, 100% effort = 377 Plantar flexion angular velocity (°/s−1): 50% effort = 307, 75% effort = 428, 100% effort = 484 Knee flexion angular velocity (°/s−1): 50% effort = 325, 75% effort = 461, 100% effort = 469 Hip flexion angular velocity (°/s−1): 50% effort = 90, 75% effort = 129, 100% effort = 168 Hip extension angular velocity (°/s−1): 50% effort = 74, 75% effort = 137, 100% effort = 121 Ankle ROM (°): 50% effort = 29, 75% effort = 31, 100% effort = 31 Knee ROM (°): 50% effort = 73, 75% effort = 79, 100% effort = 77 Hip ROM (°): 50% effort = 11, 75% effort = 9, 100% effort = 11 | Plateauing effect on ankle and knee joint angular velocities when maximal DEC performed from sprint speeds between 75 and 100% maximal effort Ankle and knee very fast joint angular velocities, highlighting the importance of rapid limb switching in preparation for braking at ground contact Limited change in ankle, knee and hip ROM across entry speeds despite higher joint angular velocities, particularly ankle and knee (i.e. increased ankle and knee stiffness at higher approach speeds) Increased foot-COM distance when DEC from higher approach velocity to generate posterior braking force Longer foot GCT at slowest entry speed |
| Lozano-Berges [ | 12 recreational soccer players (9 were female and 3 were female) | 4.5-m maximal ACC to DEC. GRF measured from first braking step with DL (Qualisys 3D motion cameras, 300 Hz; Kistler force platform, 3000 Hz) | Peak resultant GRF (N.kg) without/with cushioning underlay: horizontal braking step = 5.91/4.11, 90° cut plant step = 3.87/2.79, 180° cut plant step = 3.33/2.42, drop jump 30 cm = 2.73/1.70 Impulse (N.s.kg) without/with cushioning underlay: horizontal braking step = 0.14/0.10, 90° cut plant step = 0.11/0.08, 180° cut plant step = 0.07/0.06, drop jump 30 cm = 0.05/0.03 Loading rate (BW.s) without/with cushioning underlay: horizontal braking step = 466/329, 90° cut plant step = 329/219, 180° cut plant step = 192/149, drop jump 30 cm = 169/99 | Braking during rapid horizontal deceleration most demanding task in terms of impact force characteristics Very high peak forces and loading rates during horizontal braking steps provides indication of impact severity and potential risk of overuse injuries Large interparticipant variability in magnitude of peak impact forces and loading rates highlights importance of interventions that can enhance horizontal DEC ability and thus reduce potential damaging consequences of exposure to repetitive high-impact mechanical forces Softer surfaces could help to mitigate exposure to high-impact forces when required to DEC frequently and could therefore help to reduce risk of overuse impact-related injuries. Implications also for progressive rehabilitation and for alleviating exposure to high forces in youth athletes |
| Mateus et al. [ | 14 elite male team sport players | Maximal ACC to DEC followed by backpedal. Estimation of forces and muscle contribution during last braking step (Qualisys 3D motion cameras, 500 Hz) | Muscles contributing to braking when DEC the COM = 1. Vasti ~ 76%, 2. Rectus femoris ~ 33%, 3. Soleus ~ 18% and gluteus maximus ~ 15% Muscles counteracting effect of gravity on COM when DEC = 1. Soleus ~ 54%, 2. Vasti ~ 44%, 3. Gluteus maximus = ~ 18%, 4. Rectus femoris = ~ 12% Muscles contributing to pull COM downwards during DEC = 1. Tibialis anterior = 21%, 2. Hamstrings = 15% | Quadriceps main contributor to COM DEC and for attenuating impact forces and supporting large external knee flexor moments when braking Hamstrings and soleus counteract quadriceps to create posterior shear force and prevent anterior translation of tibia Soleus important for increasing attenuation of impact when braking and for preventing forward sway by “locking the ankle” Gluteus maximus stabilizes trunk, eccentrically controls hip flexion and supports large hip flexor moment Tibialis anterior and hamstrings propel COM downwards and may therefore help with anterior foot placement precision when braking Lateral stabilisation (knee frontal plane control) when braking provided by gluteus medius counteracted by adductor magnus |
| Nedergaard et al. [ | 10 male soccer players | 135° COD using dominant leg to turn (Qualisys 3D motion cameras, 500 Hz; Norxon accelerometer, 500 Hz) | Mean approach velocity (m·s−1) = 4.8 (~ 90% maximum) Mean peak trunk deceleration (g): APFC = 4.37, PFC = 4.58, FFC = 4.10 Mean GCT (ms): APFC = 193, PFC = 273, FFC = 471 Mean peak ankle joint angular velocity (°/s): PFC = 367, FFC = 255 Mean peak knee joint angular velocity (°/s): PFC = 493, FFC = 377 | Preparatory braking steps prior to COD impose increased trunk deceleration and higher peak deceleration values than FFC step Reduced GCT during preparatory braking steps has significant effect on increasing peak trunk DEC Preparatory braking steps have increased ankle and knee joint angular velocities, representing increased loading severity and sensitivity to fatigue |
| Peel et al. [ | 11 recreationally active female | Sub-maximal paced run to reactive DEC to standstill (Vicon 3D motion cameras, 200 Hz) | Mean approach velocity = 4.5–5.0 m·s−1 Mean initial foot contact knee flexion angle = − 16° Peak knee abduction moment during first 10% of stance Peak anterior shear force = 9.51 N/kg−1 (~ 50% of stance) Peak internal knee extensor moment = 3.58 N m.kg−1 Anterior shear force in DEC correlated with anterior shear force in reactive cut ( Knee abduction moment in DEC small correlation with knee abduction moment in reactive cut ( | Horizontal reactive DEC may have lower knee joint loads and ACL risk factors (anterior shear force and knee abduction moment) than reactive cut Anterior shear forces high during reactive DEC, but lower than in reactive 45° cut |
| Straub et al. [ | 39 intermittent sport players (15 were male and 24 were female) | 4.6-m maximal ACC to DEC followed by backpedal (2D Simi Reality Systems motion cameras, 120 Hz; AMTI force plate, 1200 Hz) | Vertical GRF first peak at peak knee flexion (N.s/kg.m): 5.3 Vertical GRF impulse first peak at peak knee flexion (N.s2/kg.m): 0.16 2D sagittal plane thigh angle at peak knee flexion (°): 64.3 2D sagittal plane thigh angle significantly correlated with vertical GRF (R2 = 47%) and impulse first peak (R2 = 39%) | Increased 2D sagittal plane thigh angle (i.e. increased hip and knee flexion) can predict lower vertical GRF and impulse during last braking step of horizonal DEC. This highlights the importance of the ability to rapidly lower COM during horizontal DEC to reduce lower limb mechanical load 2D sagittal plane thigh angle can be used to characterise movement behaviour that may expose individuals to high-impact forces during horizontal DEC |
| Thomas et al. [ | 42 semi-professional soccer players (28 were male and 14 were female) | 505Tra COD test consisting of 15-m sprint, 180° turn and 5-m re-acceleration (Qualisys 3D motion cameras, 240 Hz; AMTI force plates, 1200 Hz) | Mean approach velocity (m·s−1): male = 5.2, female = 4.7 PFC DL mean peak HBF ratio: male = 1.05, female = 0.98 PFC NDL mean peak HBF ratio: male = 1.13, female = 0.97 PFC DL mean HBF ratio: males = 1.79, female = 2.14 PFC NDL mean HBF ratio: male = 1.96, female = 2.24 PFC DL peak hip flexion (°): male = 96, female = 86 PFC NDL peak hip flexion (°): male = 94, female = 79 Higher peak knee joint flexion angles and extensor moments during PFC than FFC Higher peak ankle dorsi flexion angles during PFC than FFC | Female individuals demonstrated an increased proportion of braking during FFC relative to PFC of COD compared with male individuals, which could increase loads to tolerate in FFC of COD, leading to increased ACL injury risk Male individuals demonstrated greater hip flexion during PFC, which could allow increased attenuation of forces through greater ROM Increased knee flexion and lower COM during preparatory DEC steps prior to COD could increase braking force application and preparation for the FFC of COD Increased dorsi flexion range during preparatory DEC steps may contribute to increased attenuation of forces and longer braking duration |
| Thomas et al. [ | 52 team sport players (24 were male and 28 were female) | 505Tra and 505Mod COD test consisting of 15 or 5-m sprint, respectively, with 180° turn and 5-m re-acceleration (Qualisys 3D motion cameras, 240 Hz; AMTI force plates, 1200 Hz) | Greater peak hip and knee flexion angles in PFC than FFC Greater peak hip and knee extensor moments in PFC than FFC Greater ankle extensor moment in FFC than PFC Braking strategy influenced by leg asymmetry | Greater hip and knee flexion in PFC helps to lower COM to increase braking duration and braking impulse Greater hip and knee extensor moments in PFC required to control hip and knee flexion when braking during DEC Lower ankle extensor moment in PFC than FFC due to increased ankle dorsi flexion moment at initial heel strike when increased DEC demand Greater leg asymmetry may reduce DEC capacity prior to FFC of COD, potentially leading to increased braking forces and risk of injury in FFC |
| Verheul et al. [ | 15 physically active team sport players (12 were male and 3 were female) | ~ 20-m sprint to maximal DEC to standstill. GRF measured from first or second braking step (Kistler force platform, 3000 Hz) | Peak total GRF ~ 40–60 N/kg < 50 ms (~ 10–40% stance) | Rapid DEC braking steps have a distinct GRF profile characterised with high-impact peak and loading rates High-impact peak caused by forceful foot impact collision with the ground when braking, resulting in an increased segmental peak acceleration of braking leg foot, shank and thigh Abrupt segmental acceleration when braking increases contribution to whole-body biomechanical load |
| Zamparo et al. [ | 20 healthy Japanese sports players | 5, 10, 15 or 20-m maximal shuttle run with 180° COD (Vicon 3D motion cameras, 100 Hz) | Mean approach velocity (m·s−1): 5 m = 4.22, 10 m = 5.45, 15 m = 6.21, 20 m = 6.75 DEC time (s): 5 m = 0.58, 10 m = 0.87, 15 m = 1.05, 20 m = 1.23 Average DEC (m·s−2): 5 m = − 6.82, 10 m = − 5.73, 15 m = − 5.06, 20 m = − 4.43 DEC mechanical power (W/kg−1): 5 m = 19, 10 m = 20, 15 m = 21, 20 m = 20 DEC/ACC mechanical power ratio: 5 m = 1.68, 10 m = 1.84, 15 m = 1.99, 20 m = 2.05 DEC/ACC ratio: 5 m = 1.74, 10 m = 1.75, 15 m = 1.77, 20 m = 1.75 | Average external mechanical power between ~ 1.7 and 2 times greater in DEC vs ACC Increased mechanical power during DEC due to fundamental properties of eccentric muscle action Less time spent on DEC than ACC due to exploitation of increased eccentric muscle action and subsequent higher forces DEC to ACC ratio may provide useful information on individual ACC relative to DEC capacity. Low ratio indicates player has greater ACC capacity relative to DEC capacity. High ratio indicates player has high DEC relative to ACC capacity |
2D two-dimensional, 3D three-dimensional, ACC horizontal acceleration, ACL anterior cruciate ligament, APFC ante-penultimate foot contact, COD change of direction, COM centre of mass, DEC horizontal deceleration, DL dominant leg, EMG electromyography, FFC final foot contact, GCT ground contact time, GRF ground reaction force, HBF horizontal braking force, HBP horizontal braking power, MVC maximal voluntary contraction, NDL non-dominant leg, PFC penultimate foot contact, ROM range of movement
Fig. 1Comparison of ground reaction force (GRF) profiles during maximal horizontal deceleration (red line) and maximal horizontal acceleration (green line). Data taken from Verheul et al. [30]. BM body mass
Fig. 2Trunk acceleration forces during ante-penultimate (APFC), penultimate (PFC) and final foot contact (FFC) of a severe 135° change of direction. Data
taken from Nedergaard et al. [61]
Summary of studies investigating biomechanical determinants of horizontal deceleration ability
| Study | Subjects | Deceleration task | Biomechanical determinants of deceleration | Magnitude of determinant | Performance implications |
|---|---|---|---|---|---|
| Cesar and Sigward [ | 16 male adults and 15 male physically active children | Sprint to stop at 13-m known distance boundary (Qualisys 3D motion cameras, 250 Hz) | Increased COM posterior position | Increased COM posterior position increases whole-body stability during DEC and posterior force generation Increased DEC demand requires increased COM posterior position If DEC demand greater than strength capacity, COM position adjusted to control magnitude of braking force through having less posterior and higher vertical COM position Different braking strategies in individuals with greater approach momentum prior to DEC | |
| Increased COM posterior position and lower COM vertical position in children | |||||
| Dos’ Santos et al. [ | 40 male sub-elite rugby league and collegiate team sport players | 505Mod COD test (AMTI force plates 1200 Hz) | Peak HBF (N/kg) in PFC (right leg FFC): fast = 12.4, slow = 12.4 | ES = 0.01 (T) | Greater HBF with reduced GCT (i.e. tall-thin impulse) in PFC associated with faster COD performance Lower HBF ratio means greater momentum reduced prior to COD facilitating faster COD performance Increased inter-limb asymmetry in HBF may reduce COD performance and increase injury risk |
| Peak HBF (N/kg) in PFC (left leg FFC): fast = 14.2, slow = 11.3 | ES = 1.08 (M) | ||||
| PFC GCT (s) (right leg FFC): fast = 0.35, slow = 0.39 | ES = − 0.68 (M) | ||||
| PFC GCT (s) (left leg FFC): fast COD 0.39, slow COD 0.44 | ES = − 2.43 (VL) | ||||
| HBF ratio (right leg FFC): fast = 1.11, slow = 1.20 | ES = − 0.31 (S) | ||||
| HBF ratio (left leg FFC): fast = 0.82, slow = 1.19 | ES = − 1.50* (L) | ||||
| Dos’Santos et al. [ | 61 male team sport athletes | 505Tra and 505Mod COD test (Qualisys 3D motion cameras (240 Hz); AMTI force plates 1200 Hz) | PFC H-VBF mean ratio 505Mod: fast = − 0.70 slow = − 0.61 | ES = − 1.72 (L) | Increased technical ability to apply HBF associated with more rapid DEC prior to COD and faster COD performance times Greater PFC hip, knee and ankle flexion angles increases COM lowering, facilitating greater technical ability to generate high braking impulse (i.e. more horizontal braking and duration) Forward trunk inclination could help increase lowering of COM during DEC Increased braking capacity prior to COD enables higher approach velocities to be achieved prior to COD Increased braking likely due to increased eccentric strength Importance of braking late and rapidly for faster COD times |
| PFC H-VBF peak ratio 505Mod: fast = − 0.71, slow = − 0.59 | ES = − 1.43 (L) | ||||
| PFC RBF angle (°) of peak 505Mod: fast = − 55, slow = − 59 | ES = 1.48 (L) | ||||
| PFC peak hip flexion angle (°) 505Mod: fast = 100, slow = 81 | ES = − 1.56 (L) | ||||
| PFC peak knee flexion angle (°) 505Mod: fast = 119, slow = 106 | ES = 1.34 (L) | ||||
| PFC H-VBF mean ratio 505Tra: fast = − 0.73, slow = − 0.60 | ES = − 2.41 (VL) | ||||
| PFC H-VBF peak ratio 505Tra: fast = − 0.74, slow = − 0.65 | ES = − 1.13 (M) | ||||
| PFC RBF angle (°) of peak 505Tra: fast = − 54, slow = − 57 | ES = 1.35 (L) | ||||
| PFC peak hip flexion angle (°) 505Tra: fast = 97, slow = 81 | ES = − 1.24 (L) | ||||
| PFC peak knee flexion angle (°) 505Tra: fast = 118, slow = 104 | ES = 1.31 (L) | ||||
| Δ PFC-FFC velocity (m·s−1) 505Tra: fast = − 3.71, slow = − 3.47 | ES = − 0.64 (M) | ||||
| Dos Santos et al. [ | 20 male university soccer players | 505Tra COD test (AMTI force plates 1200 Hz) | APFC angle (°) of peak RBF to 505 time | Greater HBF and impulse application during DEC increases ability to rapidly reduce COM velocity and momentum APFC pivotal role in braking prior to COD Increased importance on preparatory deceleration steps when approaching COD from higher sprint velocities Better technical ability to apply HBF associated with faster DEC and COD performance To improve a player’s 180° COD ability, coaches should look to develop players' ability to brake rapidly (magnitude and orientation of braking force) from varied sprint velocities, whilst coaching a multi-step strategy | |
| APFC peak H-VBF ratio to 505 time | |||||
| APFC mean H-VBF ratio to 505 time | |||||
| APFC peak HGRF to 505 time | |||||
| APFC mean HGRF to 505 time | |||||
| APFC peak RBF to 505 time | r = − 0.52 (L) | ||||
| APFC mean RGRF to 505 time | r = − 0.64 (L) | ||||
| APFC horizontal total impulse | |||||
| PFC mean H-VGRF ratio to 505 time | |||||
| PFC peak H-VBF ratio to 505 time | |||||
| PFC angle (°) of peak RBF to 505 time | |||||
| Falch et al. [ | 25 female team sport players (16 handball and 9 soccer) | 20-m maximal ACC to DEC followed by backpedal (MUSCLELAB Laser) | ACC power during 20-m ACC-to-DEC test (W/kg): 8.39 | Significantly greater HBP in the fast 180° COD group despite lower HBF than the slow 180° COD group is indicative of faster production of net GRF to reduce momentum and less time spent braking Moderate to large differences in HBF and HBP, respectively, in fast compared to slow 45° COD highlight ability to reduce braking time and maintain velocity throughout the COD | |
| HBP during 20-m ACC-to-DEC test: − 10.51 | |||||
| HBP to ACC power ratio: 1.25 | |||||
| HBP (W/kg): fast 180° COD = − 11.58, slow 180° COD = − 9.73 | ES = 1.34 (L) | ||||
| HBF (N/kg): fast 180° COD = − 2.88, slow 180° COD = − 3.34 | ES = 0.09 (T) | ||||
| HBP (W/kg): fast 45° COD = − 11.33, slow 45° COD = − 9.49 | ES = 1.44 (L) | ||||
| HBF (N/kg): fast 45° COD = − 3.27, slow 45° COD = − 2.81 | ES = 1.07 (M) | ||||
| Kaneko et al. [ | 70 male youth soccer players | 505Tra COD test (Laveg, LDM 300C Sport laser, 100 Hz) | Peak DEC (m·s−2): fast COD = − 11.02, slow = − 9.60 | ES = -0.98 (M) | Increased peak DEC prior to COD associated with better overall COD performance Poorer DEC ability associated with higher peak DEC closer to COD turn line potentially meaning more time spent during transition to re-acceleration and higher injury risk Fast COD group had higher DEC potential 1 m prior to turn line, resulting in a lower approach velocity that may facilitate less time turning and quicker transition to re-acceleration |
| Position of peak DEC (m·s−2): fast COD = 4.53 m, slow = 4.78 m | ES = − 1.13 (M) | ||||
| DEC 1 m prior to COD (m·s−2): fast COD = − 7.71, slow = − 6.14 | ES = − 1.15 (M) | ||||
| DEC significant association with total 505 COD speed time | |||||
| Santoro et al. [ | 40 college basketball players (32 were male and 8 were female) | 505Mod COD test (AMTI force plates 2400 Hz, 5-m Optojump) | Average 505Mod completion time (s): 2.77 Turning phase duration (s): 1.22 (44% of 505Mod completion time) Total number of steps ( Velocity at last foot contact prior to turn (m·s−1): 5.40 | Players with faster COD can generate higher braking forces and impulses in PFC to enable DEC from faster approach velocities PFC characterised with a single braking phase, highlighting the importance of eccentric strength to enhance DEC and COD performance Players with faster COD have longer step lengths and ground contact times in PFC, indicating greater anterior foot placement relative to COM and the importance of this braking step in positioning body for re-acceleration | |
| Approach velocity (m·s−1): fast = 5.72, slow = 5.13 | ES = 1.51 (L) | ||||
| PFC step length (cm): fast = 126, slow = 92 | ES = 0.92 (M) | ||||
| Braking horizontal impulse (N.s/kg): fast = 1.5, slow = 1.2 | ES = 1.3 (L) | ||||
| PFC ground contact time (s): fast = 0.392, slow = 0.355 | ES = 0.48 (S) | ||||
| PFC step length (cm): fast = 123, slow = 98 | 0.75 (M) | ||||
| Braking horizontal GRF (N/kg): fast = 16.7, slow = 12.9 | 1.06 (M) | ||||
| PFC ground contact time (s): fast = 0.403, slow = 0.352 | 0.58 (M) |
3D three-dimensional, 505 modified 505 change of direction test with 5-m approach distance, 505 traditional 505 change of direction test with 15-m approach distance, ACC horizontal acceleration, APFC ante-penultimate foot contact, COD change of direction, COM centre of mass, DEC horizontal deceleration, ES effect size [interpreted as: T trivial (0–0.19), S small (0.20–0.59), M moderate (0.60–1.19), L large (1.20–1.99), VL very large (2.0–4.0)], r correlation [interpreted as: M moderate (0.30–0.49), L large (0.50–0.69), VL very large (0.70–0.89)], FFC final foot contact, GCT ground contact time, HBF horizontal braking force, HBP horizontal braking power, H-VBF horizontal-to-vertical braking force, H-VGRF horizontal-to-vertical ground reaction force, PFC penultimate foot contract, RBF resultant braking force, RGRF resultant ground reaction force
Summary of studies investigating neuromuscular performance determinants of horizontal deceleration ability
| Study | Subjects | Deceleration task (measurement) | Neuromuscular performance determinants of horizontal deceleration | Magnitude of determinant | Deceleration performance implications |
|---|---|---|---|---|---|
| Greig and Naylor [ | 19 male university team sport players | 10-m maximal ACC to reactive DEC to stop (tape measure) | Mean reactive DEC DTS (m) = 5.59 | Greater eccentric hamstring strength associated with faster reactive DEC ability Greater eccentric hamstring strength required to increase hip extensor torque, control trunk and knee flexion when braking during reactive DEC Greater ability to maintain eccentric hamstring strength at higher joint angular velocities associated with better reactive DEC Greater concentric quadriceps strength at higher joint angular velocities associated with better reactive DEC | |
| ECC KF PT 60°/s and reactive DEC DTS | |||||
| ECC KF PT 60°/s, ECC KF PT fast (180°/s): slow (60°/s) ratio and reactive DEC DTS | |||||
| ECC KF PT 60°/s, ECC KF PT fast (180°/s): slow (60°/s) ratio, ECC KF angle of PT 60°/s and reactive DEC DTS | |||||
| ECC KF PT 60°/s, ECC KF PT fast (180°/s): slow (60°/s) ratio, ECC KF angle of PT 60°/s, CON KE PT 180°/s and reactive DEC DTS | |||||
| Graham-Smith et al. [ | 9 S&C coaches | Maximal ACC-to-DEC stopping at 5, 10, 15 or 20 m (Laveg Laser, 100 Hz) | Average DEC gradient (m·s−1 per m): − 0.74 (range: − 0.55 to − 0.90) | Greater eccentric quadriceps and hamstring strength associated with better DEC ability Low shared variance (21–28%) between eccentric quadriceps strength and DEC ability highlights importance of other factors, such as technical ability to apply braking force | |
| % Vmax: 5 m = 54, 10 m = 72, 15 m = 83, 20 m = 89 | |||||
| DEC DTS (m): 5 m = 2.9, 10 m = 4.9, 15 m = 6.6, 20 m = 7.9 | |||||
| ECC KE PT 60°/s and average DEC gradient | |||||
| ECC KF PT 60°/s and average DEC gradient | |||||
| Harper et al. [ | 14 male English academy soccer players | 20-m maximal ACC to DEC followed by backpedal (2D digital camera, 50 Hz) | ECC KE PT at 60°/s DL and DEC TTS and DTS | Greater unilateral eccentric quadriceps strength at slower joint angular velocities associated with better DEC ability (i.e. distance and time to stop) Greater unilateral concentric quadriceps and hamstring strength at faster knee joint angular velocities associated with better DEC ability (i.e. less distance and time to stop) | |
| ECC KE PT at 60°/s NDL and DEC TTS and DTS | |||||
| CON KE PT at 180°/s DL and DEC TTS and DTS | |||||
| CON KE PT at 180°/s NDL and DEC TTS and DTS | |||||
| CON KF PT at 180°/s DL and DEC DTS | |||||
| CON KF PT at 180°/s NDL and DEC TTS and DTS | |||||
| Harper et al. [ | 27 male university team sport players | 20-m maximal ACC to DEC followed by backpedal (Stalker Radar, 47 Hz) | CMJ CON peak force (N/kg−1): high DEC = 26, low DEC = 24 | ES = 0.95 (L) | Players with better DEC ability can generate higher concentric forces during CMJ Players with better DEC ability can generate higher eccentric peak forces during DEC phase of CMJ Players who can generate higher horizontal braking impulse (i.e. reduce momentum faster) can generate higher eccentric and concentric peak velocities during CMJ than players with low horizontal braking impulse |
| CMJ CON mean force (N/kg−1): high DEC = 20, low DEC = 19 | ES = 0.91 (L) | ||||
| CMJ ECC peak force (N/kg−1): high DEC = 25, low DEC = 23 | ES = 0.72 (M) | ||||
| CMJ ECC-DEC RFD (N.s/kg−1): high DEC = 99, low DEC = 81 | ES = 0.58 (M) | ||||
| CMJ CON peak velocity (m·s−1): high HBI = 2.8, low HBI = 2.5 | ES = 1.15 (L) | ||||
| CMJ ECC peak velocity (m·s−1): high HBI = − 1.3, low HBI: − 1.1 | ES = − 1.00 (L) | ||||
| Harper et al. [ | 29 university team sport players (23 were male and 6 were female) | 20-m maximal ACC to DEC followed by backpedal (Stalker Radar (47 Hz) | DJ20 and DJ40 RSI and average DEC | Players with greater DJ-RSI demonstrate superior DEC ability Greater DJ concentric mean force associated with better DEC ability; however, DJ40 eccentric peak force significantly associated with DJ concentric mean force Greater DJ-RSI associated with better early DEC ability, meaning these players can brake quicker in the initial steps of DEC Players who can brake early have better overall DEC ability | |
| DJ20 and DJ40 CON mean force and average DEC | |||||
| DJ20 and DJ40 RSI and early DEC phase | |||||
| DJ20 and DJ40 CON mean force and early DEC phase | |||||
| DJ40 ECC mean force and DJ20 and DJ40 CON mean force | |||||
| Average early DEC phase and average DEC | |||||
| Jones et al. [ | 18 female soccer players | 505Tra COD test (Qualisys 3D motion camera, 240 Hz) | Mean approach velocity = 3.88 m·s−1 | Players with greater eccentric quadriceps strength can DEC more rapidly in PFC prior to COD, permitting faster approach velocities Players with greater eccentric quadriceps strength can approach COD at higher velocities because of ability to generate higher braking forces Greater eccentric quadriceps strength associated with ability to generate higher peak and mean horizontal braking forces, enabling more rapid DEC prior to COD | |
| ECC KE PT 60°/s and approach velocity | |||||
| ECC KE PT and Δ in velocity PFC | |||||
| ECC KE PT and Δ in velocity PFC to FFC | |||||
| ECC KE PT and Δ in velocity PFC: strong = − 1.55, weak = − 1.37 | ES = − 0.94 (M) | ||||
| ECC KE PT and peak PFC HBF: strong = − 2.16, weak = − 1.77 | ES = − 1.0 (M) | ||||
| ECC KE PT and mean PFC HBF: strong = − 0.53, weak = − 0.45 | ES = − 1.2 (L) | ||||
| ECC KE PT and PFC peak hip extensor moment: strong = − 3.57, weak = − 2.90 | ES = − 0.95 (M) | ||||
| Zhang et al. [ | 14 French national female soccer players | 20-m maximal ACC to DEC followed by backpedal (Stalker Radar, 47 Hz) | ECC KE PT at 30°/s NDL and average HBF | Maximal unilateral ECC quadriceps torque at slower joint angular velocities in NDL has strongest association with average horizontal force, power and impulse during a rapid DEC, demonstrating importance of training interventions to enhance this quality Ability to generate quadriceps ECC torque rapidly in NDL important for enhancing horizontal force, power and impulse during rapid DEC Concentric quadriceps PT in NDL at slower joint angular velocities associated with greater horizontal braking force and impulse during rapid DEC Concentric quadriceps PT in DL and NDL at faster joint angular velocities associated with greater maximal HBP during rapid DEC Ability to generate high rates of torque development in CON quadriceps and hamstrings potentially important for lower limb stiffness, dynamic knee joint control and force attenuation during rapid DEC | |
| CON KE PT at 60°/s NDL and average HBF | |||||
| ECC KE RTD100 DL and average HBF | |||||
| ECC KE PT at 30°/s NDL and average HBP | |||||
| ECC KE RTD100 DL and average HBP | |||||
| CON KE PT at 60°/s NDL and average HBI | |||||
| ECC KE PT at 30°/s NDL and average HBI | |||||
| ECC KE RTD100 DL and average HBI | |||||
| ECC KE PT at 30°/s NDL and maximum HBF | |||||
| CON KE PT at 240°/s DL and maximum HBP | |||||
| CON KE PT at 240°/s NDL and maximum HBP | |||||
| CON KF PT at 240°/s DL and maximum HBP | |||||
| RTD100 KF CON/KE CON DL ratio and maximum HBP | |||||
| RTD100 KF CON/KE CON NDL ratio and maximum HBP | |||||
| ECC KE PT at 30°/s NDL and maximum HBI | |||||
| RTD100 KF CON/KE CON DL ratio and maximum HBI |
2D two-dimensional, 3D three-dimensional, 505 traditional 505 change of direction test with 15-m approach distance, ACC horizontal acceleration, AP almost perfect (0.90–0.99), CON concentric, DEC horizontal deceleration, DJ drop jump, DTS distance-to-stop, ECC eccentric, ES effect size [interpreted as: T trivial (0–0.19), M moderate (0.60–1.19), L large (1.20–1.99), VL very large (2.0–4.0)], GRF ground reaction force, HBF horizontal braking force, HBI horizontal braking impulse, HBP horizontal braking power, KE knee extensor, KF knee flexor, PFC penultimate foot contact, PT peak torque, r correlation [interpreted as: M moderate (0.30–0.49), L large (0.50–0.69), VL very large (0.70–0.89)], r2 = coefficient of determination, RSI reactive strength index, RTD rate of torque development, TTS time to stop, V peak velocity
Fig. 3Distance spent accelerating (ACC) and decelerating (DEC) from different sprint-to-stop distance trials (percentage time is illustrated in brackets). Data from Graham-Smith et al. [25]
Fig. 4a Biomechanical and neuromuscular determinants of horizontal deceleration ability and b illustration of ‘braking force control’ and ‘braking force attenuation’ components. COM centre of mass, COP centre of pressure, RFD rate of force development
Fig. 5Kinematic factors underpinning maximal horizontal deceleration ability. COM centre of mass, COP centre of pressure, ↑ indicates increase, ↓ indicates decrease, ↔ indicates maintain/control
| Horizontal deceleration ability is defined as an athlete’s ability to proficiently reduce whole body momentum, within the constraints, and in accordance with the specific objectives of the task (i.e. braking force control), whilst skilfully attenuating and distributing the forces associated with braking (i.e. braking force attenuation). |
| During horizontal deceleration, braking steps exhibit a distinct ground reaction force profile characterised by high-impact peak forces and loading rates. |
| Horizontal deceleration ability is an adaptive coordinated outcome whereby neuromuscular and biomechanical qualities interact to optimise braking impulse and achieve desired reductions in whole body momentum. |