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Fitness Testing Battery for
Rugby League: Obtaining
Meaningful Information
from the Data
By
Norbert Keshish Banoocy, MSc, ASCAL2,
CSCS, USAW
The Purpose of this Presentation
• Provide background information on Rugby League (RL) football
• Propose a testing battery that is both valid and reliable
• Show different methods that S&C coaches can use to gain deeper insight into
the underlying physical qualities of the athletes they work with
• What if we don’t have the resources?
• And……
• Hopefully, provoke some conversation and critical thinking!
Why Test?!
• Players possess numerous physical and
physiological qualities; therefore, it is
important to:
• Track training progress and athlete
development process
• Compare players within the squad
and amongst different positions
(Figure 1)
• Compare to normative/descriptive
data (Table 1)
• Monitor player fitness and fatigue
• Assess strengths and weaknesses
• Design individualized training
programs
• Aid the decision-making process
Figure 1: Within Squad Player
Comparison
-2.0
-1.5
-1.0
-0.5
0.0
0.5
1.0
1.5
Mass
Σ7 Skinfold
CMJ
0-5
0-5 Sprint Momentum1RM Squat
Squat: Mass Ratio
Peak Power
VIFT
Player 1 vs. Player 2
Player 1 Player 2 Squad Mean
Table 1: Physical and Physiological Characteristics of Rugby League Players of Different
Playing Standards and Positions a
Variables Reported Values Based on Playing Level, Age, and Standard
Height (cm)
Senior elite ugby league players (183.9-184.2)
Junior elite rugby league players (171.0-182.0)
Body Mass (cm)
Elite NRL and Junior-elite NYC (U20) (96.1±9.6 (93.8±98.5))
Professional Rugby League Forwards (97.47±8.69)
Professional Rugby League Backs (85.15±6.69)
Senior elite rugby league players (94.0-97.6)
Junior elite rugby league players (75.2-95.1)
∑7 Skinfold (mm)
Elite NRL and Junior-elite NYC (U20) (71.1±18.9 (66.4-75.7))
Senior elite rugby players (47.0-60.8)
Junior elite rugby players (64.3-68.5)
Lean Mass Index
(kg)
Elite NRL and Junior-elite NYC (U20) (54.3±5.2 (53.0-55.5))
Vertical Jump (cm)
Senior elite rugby league players (37.3-64.7)
Junior elite rugby league players (43.5-52.8)
Eccentric Utilization
Ratio (EUR)
Rugby Union Athletes based on Jump Height (Off-season: 1.13±0.14)
(Pre-season: 1.33±0.23)
Rugby Union Athletes based on Peak Power (Off-season: 1.01±0.20)
(Pre-season: 1.19±0.09)
5-0-5 Agility Test (s)
Elite NRL and Junior-elite NYC (U20) (2.33±0.15 (2.29-2.37))
First grade rugby league players (2.34±0.20)
Second Grade rugby league players (2.39±0.15)
L-Run (s)
First Grade rugby league players (6.36±0.53)
Second Grade rugby league players (6.49±0.40)
5-meter Sprint (s)
First Grade rugby league players (1.14±0.06)
Second Grade rugby league players (1.20±0.11)
10-meter Sprint (s)
NRL (1.61±006)
SRL (1.60±005)
Elite NRL and Junior-elite NYC (U20) (1.66±0.07 (1.65-1.68))
First Grade rugby league players (1.90±0.09)
Second Grade rugby league players (2.00±0.14)
40-meter Sprint (s)
NRL (5.15±024)
SRL (5.13±017)
Elite NRL and Junior-elite NYC (U20) (5.17±0.19 (5.13-5.22))
Professional rugby league forwards (5.27±0.19)
Professional rugby league backs (5.08±0.20)
Sprint Momentum
(Kg.m/s)
NRL 10-meter Sprint Momentum (610±51)
SRL 10-meter Sprint Momentum (570±46)
1RM Squat (kg)
NRL (175.0±27.3)
SRL (149.6±14.3)
Professional rugby league players 3RM full squat (157.9±18.8)
Professional rugby league players before pre-season training (170.6±21.4)
Professional rugby league players after pre-season training (200.8±19.0)
1RM Bench Press (kg)
Professional rugby league forwards (123±11.76)
Professional rugby league backs (114±17.03)
Relative Squat 1RM
Strength (kg/kg)
Professional rugby league players before pre-season training (1.78±0.27)
Professional rugby league players after pre-season training (2.05±0.21)
VO2max (ml/kg/min)
Elite NRL and Junior-elite NYC (U20) VO2max estimated from 30-15IFT (50.0±3.2 (49.3-
50.3))
VO2max (predicted) for senior elite rugby league players (54.9-55.9)
VO2max (predicted) for junior elite rugby league players (46.4-51.7)
30-15IFT (VIFT) (km/h)
Combined average data from 2 trials for U20, U18, U16 (18.45±1.0)
Elite NRL and Junior-elite NYC (U20) (18.4±0.9 (18.2-18.6))
• Data adapted from previous publications (3, 4, 8, 15, 17, 21, 25, 31, 32)
• NRL = National Rugby League, SRL = State Rugby League, NYC = National Youth
Competition
• a Data are presented as mean±SD or means (95% CI)
Introduction
• Rugby league football (RL) is played over two 40-minute halves
separated by a 10 minute half-time.
• Intermittent Sport : Periods of high intensity activity separated by
periods of low intensity activity (11, 12, 17).
• Each team has 13 players on the field that are grouped into
forwards and backs.
• Forwards are involved in more collisions (11, 12, 17).
• Backs are involved in more running (11, 12, 17).
Demands of the Game
• Total Distance (TD) (2, 14, 17, 23, 24, 40) :
• Average Distance of ~4,000-8,000 m based on playing position and level of
play
• Outside backs: ~5,500-8,000 m
• Adjustables: ~6,000-7,000 m
• Forwards: ~3,500-6,000 m
Demands of the Game (Cont’d)
• Average Heart Rate (%HRmax) (17, 40):
• Backs: 83.5±1.9%
• Adjustables: 81.5±4.1%
• Forwards: 84.1±8.2%
• Relative Distance (m/min) (14, 17, 23, 39, 40) :
• 90-100 m/min
• Can vary based on ball being in play and the level of the play
Demands of the Game (Cont’d)
• High-Speed Running (HSR) Distance (17, 40):
• Outside Backs: 926±291 m
• Adjustables: 907±255 m
• Forwards: 513±298 m
What is important to test?
• The testing battery needs to include :
• Anthropometry (height, body mass, body composition)
• Acceleration and Top speed
• Agility and Change of Direction Speed (CODS)
• Muscular Strength and Power
• High-Intensity Running and Aerobic power
Anthropometry
• Players engage in collisions throughout the games and practices; hence, it is
important to keep track of different measures of anthropometry (i.e. lean mass
vs. fat mass)
• Increased amounts of body fat (BF) decreases power-to-body-mass ratio (P:BM),
thermoregulation, aerobic power (VO2max) (9, 25).
• Also, a reduction in acceleration capabilities is also evident when increase in
non-functional mass requires players to move a heavier body (9, 25).
• It has been shown body composition changes throughout a RL season in
Australia where players tend to gain fat mass and lose lean mass (7).
• More reasons as to why coaches need to keep track!
Anthropometry: Recommendations
• 7-site skinfold assessment by International Society for the Advancement in
Kinanthropometry (ISAK) (37):
• Measurements of skinfold thickness from triceps, subscapular, biceps, supraspinale,
abdominal, front of thigh, and calf.
• Use the ∑7 skinfold to calculate body density (Db), then convert to %body fat (%BF).
• Standard error of estimate of the prediction equations for Db is 2-5%.
• 3 Steps:
Step 1: Bd = 1.112 – 0.00043499 (sum of 7 sites) + 0.00000055 (sum of 7 sites)2 – 0.00028826 (age)
(26).
Step 2: %BF= (5.21 / Db) – 4.78 (29).
Step 3: Fat Mass = body mass x % Fat → Fat Free Mass = body mass – fat mass (20).
Anthropometry: Recommendations
(Cont’d)
• Lean Mass Index (LMI)
• Tracks intra-subject proportional changes in body mass considering changes
in skinfold thickness (36).
• Correlated to dual-energy x-ray absorptiometry (DXA) (r=0.95, SEE=1.89 kg)
(10).
• A strong predictor of fat-free mass compared to bioelectrical impedance
analysis (BIA) (BIA 97% vs. Skinfold 63%) likelihood to track changes in lean
mass within RL players (10).
• LMI is calculated:
• LMI = M/Sx
• Where, M is the athlete’s body mass in (kg), S is the ∑7 skinfolds in (mm), and
x is the exponent which is (0.13 for forwards and 0.14 for backs) (10, 36).
Acceleration and Top Speed
• Sprinting patterns of National Rugby League Competition (NRL) players (13) :
• Majority of the sprints occurred across distances of <20 m (67.5%, ES= 1.7)
• Sprints between 6-10 m had the highest frequency (39.7%) (13).
• Distances between 11-20 m (27.8%) (13).
• About (85%) of the sprints occurred over <30 m (ES=1.6).
• Hit-up forwards over 6-10 m (46.4%) , distances >21 m occurred (18.4%), and (5.0%) for >40 m (13).
• Outside backs, wide running forwards, and adjustables for distances >21 m:
• (33.7%), (26.0%), and (17.3%), respectively (13).
• Sprints >40 m occurred (5.0%), (7.4%), (5.0%), and (9.7%) for hit-up forwards, wide
running forwards, adjustables, and outside backs, respectively (13).
• Although a lesser proportion of sprints occurred at distances >40 m, it still
highlights the importance of top speed amongst various positions.
Acceleration and Top
Speed: Recommendations
• 40-m speed test
• Intraclass correlation coefficient
(ICC): 0.97 (13).
• Typical Error (TE): 1.2% (13).
• “first step quickness” and acceleration:
• Can be obtained from 0-5, 0-10 or 0-
20-m split times.
• Top-speed:
• 20-40 or 30-40-m split times
• Flying start
Sprint Momentum (SM)
• NRL players possessing similar
velocities as State Rugby League
(SRL) players (4).
• Distinguishing factor was BM
(kg) of the NRL (4)
• 7% greater SM (4)
• SM (kg.m/s) = Velocity (m/s) x BM
(kg) (4, 5).
Agility and Change of Direction Speed
(CODS)
• Agility is defined as “a whole-body movement with change of velocity or direction
in response to a stimulus” (35).
• Composed of : perceptual and decision-making factors (i.e. visual scanning,
anticipation, knowledge of situation, pattern recognition) and change of direction
speed (CODS) (35).
• The sport-specific reactive agility test (RAT) using a rugby specific video-based
stimulus:
• (ICC=0.82) for agility time (33).
• Human-based stimulus :
• Movement time (ICC=0.92) (15).
• Decision time (ICC=0.95) (15).
• Response accuracy (ICC=0.93) (15).
CODS
• CODS tests are unable to discriminate between players of different skill levels and
performance and reactive agility tests have been poorly correlated with the 5-0-5
and L-run COD test performance (15).
• Measure of total time masks the true ability to change direction due to its
dependence on linear sprinting ability (27).
• Angle of direction change (45 ̊, 90 ̊,180 ̊) (27).
• Entry velocity (i.e. run-up distance and speed) will influence the test (27).
• Validity Questioned!!
CODS: Recommendations (Cont’d)
• L-Run test: maneuverability and ability to maintain velocity
• (ICC=0.94, 95%CI=0.90-0.95, CV%=1.96, and SEM =0.17) (27, 38).
• T-test : Forward, Lateral, Backward movements
• (ICC=0.95, 95%CI=0.92-0.97, CV%=1.96, and SEM=0.21) (38).
• 5-0-5 Agility test: 180 ̊ COD
• (ICC=0.88, 95%CI=0.81-0.93, CV%=2.40, and SEM=0.06) (38).
• COD Deficit: Isolating the Ability to Change Direction
• Not correlated with sprint time (r= -0.11-0.10) but be correlated to 5-0-5 (r=0.74-0.81)
(28).
• COD Deficit = COD Test completion time (s) – Completion time of a similar
distance (s) (27).
Muscular Strength and Power
• Muscular force and power generation are critical in tackling, lifting, pushing, and
pulling opponents during the game, as well as fast play-the-ball speed and having
an effective leg drive during tackles (12, 25).
• Relative measures of strength and Power to Body Mass Ratio (P:BM) expressed via
3RM squat and 3RM power clean from the hang and loaded jump squats are
significantly related to 10- and 40-m sprint as opposed to absolute measures in
professional RL players (r= -0.52 to r= -0.76 (p≤0.05)) (3).
• Improvement in both relative and absolute measures of strength assessed via 1RM
squat resulted in significant improvement in 5-,10-,20-m sprint performance in RL
players (8).
Muscular Strength: Recommendations
• 1RM Squat and Bench Press as a measure of lower and upper body strength
• ICC values of (0.97) and (0.98) (22, 34).
• Use absolute measures to gain insight into relative strength:
• Relative Strength (kg/kg) = 1RM (kg)/BM (kg)
• To account for the different body sizes and obtain an index that is independent of
body size, you need to allometrically scale the data (16).
• Sn=S/m0.67 (16).
• Where S is the load lifted, and m represents the body mass of the athlete.
Muscular Power: Recommendations
• Countermovement jump test (CMJ), and the squat jump test (SJ):
• Test-retest reliability for the jump heights measured (ICC=0.98 for CMJ, and
ICC=0.96 for SJ) (19).
• Jump height = (g x flight time x flight time)/8 (19).
• Peak power (PP) using Sayers power equation (30):
• Peak Power (W) = 60.7x (jump height (cm) +45.3x (body mass (kg))-2055.
• Express PP in relative terms (i.e. PP/BM) and/or allometrically scale.
Muscular Power: Stretch-Shortening Cycle
(SSC)
• % pre-stretch augmentation: assesses the effect of a pre-stretch on a movement (21).
• % pre-stretch augmentation = [(CMJ-SJ) X SJ-1] x 100
• Reactive strength: assesses the ability to use the pre-stretch during the CMJ (21).
• Reactive Strength=CMJ-SJ
• Eccentric Utilization Ratio (EUR): ratio between the CMJ and SJ jump height and/or
PP data (21).
• EUR = CMJ/SJ
• Provides information about the SSC performance
• Sensitive to the type of training being undertaken with values increasing from
off-season to pre-season for rugby athletes (off-season values using jump height
= 1.13±0.14 to pre-season = 1.33 ±0.23, and values for PP = 1.01±0.20 to 1.19±0.09) (21).
High-Intensity Running and Aerobic
Power
• RL players need to cover a large amount of distance during a match and engage in
various high-intensity activities (17).
• Hence, it is important for the players to have a developed VO2max to cover such
distances and to recover from the high intensity activities rapidly.
• Repeated high-intensity exercise (RHIE) bouts appear to be more common during
critical times in a match, as opposed to repeated-sprint ability (RSA) that appears to
be more common in other team sports (1, 17).
High-Intensity Running and Aerobic
Power : Recommendations
• 30-15 Intermittent Fitness Test (30-15IFT) developed by Martin Buchheit (6).
• TE of (0.36 km/h) and a ICC of (0.89) and a CV of (1.9%) (31).
• Large correlation with Yo-Yo IR1 (r=0.75) which is commonly used within rugby
(31).
• TE and the smallest worthwhile change (SWC) for this test is less than 1 stage or
0.5 km/h, which can be reflected as a meaningful change in performance (31).
• Valid measure of prolonged high-intensity intermittent running within rugby
league (32).
High-Intensity Running and Aerobic
Power : Recommendations (Cont’d)
• The test is conducted over 40-m in 30 second shuttles that is separated by 15 seconds
of active recovery that starts out at 8 km/h and is increased by 0.5 km/h after every
stage completed (6).
• The velocity achieved at the end of the 30-15IFT is referred to as VIFT which can be used
to estimate VO2max with the following formula:
• VO2max 30-15IFT (ml/min/kg) = 28.3 - 2.15G - 0.741A -0.0357W + 0.0586A x VIFT + 1.03VIFT (G
= gender (female = 2; male = 1), A=age, W=weight) (6).
• VIFT can be used to individualize interval training sessions as opposed to the more
commonly used vVO2max (6).
• VIFT is typically 2-5 km/h faster than velocities achieved at the end of continuous tests
(6).
• VIFT reflects a player’s anaerobic velocity reserve (AVR) (6).
• Considers accelerations, decelerations, ability to change direction, between effort
recoverability, and RSA which taxes aerobic, anaerobic, and neuromuscular
qualities (6) that are common in intermittent team sports such as rugby.
Testing Battery Sequence
Day 1: AM Session Day 1: PM Session
Anthropometry (Height and Body Mass) 40-meter sprint
CMJ 1RM Squat
SJ
5-0-5 Agility Test
Day 2: AM Session Day 2: PM Session
Anthropometry (Sum of 7 Skinfold) 30-15IFT
1RM Bench Press
References
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Images obtained from Google Images.
Fitness testing battery in rugby league

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Fitness testing battery in rugby league

  • 1. Fitness Testing Battery for Rugby League: Obtaining Meaningful Information from the Data By Norbert Keshish Banoocy, MSc, ASCAL2, CSCS, USAW
  • 2. The Purpose of this Presentation • Provide background information on Rugby League (RL) football • Propose a testing battery that is both valid and reliable • Show different methods that S&C coaches can use to gain deeper insight into the underlying physical qualities of the athletes they work with • What if we don’t have the resources? • And…… • Hopefully, provoke some conversation and critical thinking!
  • 3. Why Test?! • Players possess numerous physical and physiological qualities; therefore, it is important to: • Track training progress and athlete development process • Compare players within the squad and amongst different positions (Figure 1) • Compare to normative/descriptive data (Table 1) • Monitor player fitness and fatigue • Assess strengths and weaknesses • Design individualized training programs • Aid the decision-making process
  • 4. Figure 1: Within Squad Player Comparison -2.0 -1.5 -1.0 -0.5 0.0 0.5 1.0 1.5 Mass Σ7 Skinfold CMJ 0-5 0-5 Sprint Momentum1RM Squat Squat: Mass Ratio Peak Power VIFT Player 1 vs. Player 2 Player 1 Player 2 Squad Mean
  • 5. Table 1: Physical and Physiological Characteristics of Rugby League Players of Different Playing Standards and Positions a Variables Reported Values Based on Playing Level, Age, and Standard Height (cm) Senior elite ugby league players (183.9-184.2) Junior elite rugby league players (171.0-182.0) Body Mass (cm) Elite NRL and Junior-elite NYC (U20) (96.1±9.6 (93.8±98.5)) Professional Rugby League Forwards (97.47±8.69) Professional Rugby League Backs (85.15±6.69) Senior elite rugby league players (94.0-97.6) Junior elite rugby league players (75.2-95.1) ∑7 Skinfold (mm) Elite NRL and Junior-elite NYC (U20) (71.1±18.9 (66.4-75.7)) Senior elite rugby players (47.0-60.8) Junior elite rugby players (64.3-68.5) Lean Mass Index (kg) Elite NRL and Junior-elite NYC (U20) (54.3±5.2 (53.0-55.5)) Vertical Jump (cm) Senior elite rugby league players (37.3-64.7) Junior elite rugby league players (43.5-52.8) Eccentric Utilization Ratio (EUR) Rugby Union Athletes based on Jump Height (Off-season: 1.13±0.14) (Pre-season: 1.33±0.23) Rugby Union Athletes based on Peak Power (Off-season: 1.01±0.20) (Pre-season: 1.19±0.09)
  • 6. 5-0-5 Agility Test (s) Elite NRL and Junior-elite NYC (U20) (2.33±0.15 (2.29-2.37)) First grade rugby league players (2.34±0.20) Second Grade rugby league players (2.39±0.15) L-Run (s) First Grade rugby league players (6.36±0.53) Second Grade rugby league players (6.49±0.40) 5-meter Sprint (s) First Grade rugby league players (1.14±0.06) Second Grade rugby league players (1.20±0.11) 10-meter Sprint (s) NRL (1.61±006) SRL (1.60±005) Elite NRL and Junior-elite NYC (U20) (1.66±0.07 (1.65-1.68)) First Grade rugby league players (1.90±0.09) Second Grade rugby league players (2.00±0.14) 40-meter Sprint (s) NRL (5.15±024) SRL (5.13±017) Elite NRL and Junior-elite NYC (U20) (5.17±0.19 (5.13-5.22)) Professional rugby league forwards (5.27±0.19) Professional rugby league backs (5.08±0.20) Sprint Momentum (Kg.m/s) NRL 10-meter Sprint Momentum (610±51) SRL 10-meter Sprint Momentum (570±46)
  • 7. 1RM Squat (kg) NRL (175.0±27.3) SRL (149.6±14.3) Professional rugby league players 3RM full squat (157.9±18.8) Professional rugby league players before pre-season training (170.6±21.4) Professional rugby league players after pre-season training (200.8±19.0) 1RM Bench Press (kg) Professional rugby league forwards (123±11.76) Professional rugby league backs (114±17.03) Relative Squat 1RM Strength (kg/kg) Professional rugby league players before pre-season training (1.78±0.27) Professional rugby league players after pre-season training (2.05±0.21) VO2max (ml/kg/min) Elite NRL and Junior-elite NYC (U20) VO2max estimated from 30-15IFT (50.0±3.2 (49.3- 50.3)) VO2max (predicted) for senior elite rugby league players (54.9-55.9) VO2max (predicted) for junior elite rugby league players (46.4-51.7) 30-15IFT (VIFT) (km/h) Combined average data from 2 trials for U20, U18, U16 (18.45±1.0) Elite NRL and Junior-elite NYC (U20) (18.4±0.9 (18.2-18.6))
  • 8. • Data adapted from previous publications (3, 4, 8, 15, 17, 21, 25, 31, 32) • NRL = National Rugby League, SRL = State Rugby League, NYC = National Youth Competition • a Data are presented as mean±SD or means (95% CI)
  • 9. Introduction • Rugby league football (RL) is played over two 40-minute halves separated by a 10 minute half-time. • Intermittent Sport : Periods of high intensity activity separated by periods of low intensity activity (11, 12, 17). • Each team has 13 players on the field that are grouped into forwards and backs. • Forwards are involved in more collisions (11, 12, 17). • Backs are involved in more running (11, 12, 17).
  • 10. Demands of the Game • Total Distance (TD) (2, 14, 17, 23, 24, 40) : • Average Distance of ~4,000-8,000 m based on playing position and level of play • Outside backs: ~5,500-8,000 m • Adjustables: ~6,000-7,000 m • Forwards: ~3,500-6,000 m
  • 11. Demands of the Game (Cont’d) • Average Heart Rate (%HRmax) (17, 40): • Backs: 83.5±1.9% • Adjustables: 81.5±4.1% • Forwards: 84.1±8.2% • Relative Distance (m/min) (14, 17, 23, 39, 40) : • 90-100 m/min • Can vary based on ball being in play and the level of the play
  • 12. Demands of the Game (Cont’d) • High-Speed Running (HSR) Distance (17, 40): • Outside Backs: 926±291 m • Adjustables: 907±255 m • Forwards: 513±298 m
  • 13. What is important to test? • The testing battery needs to include : • Anthropometry (height, body mass, body composition) • Acceleration and Top speed • Agility and Change of Direction Speed (CODS) • Muscular Strength and Power • High-Intensity Running and Aerobic power
  • 14. Anthropometry • Players engage in collisions throughout the games and practices; hence, it is important to keep track of different measures of anthropometry (i.e. lean mass vs. fat mass) • Increased amounts of body fat (BF) decreases power-to-body-mass ratio (P:BM), thermoregulation, aerobic power (VO2max) (9, 25). • Also, a reduction in acceleration capabilities is also evident when increase in non-functional mass requires players to move a heavier body (9, 25). • It has been shown body composition changes throughout a RL season in Australia where players tend to gain fat mass and lose lean mass (7). • More reasons as to why coaches need to keep track!
  • 15. Anthropometry: Recommendations • 7-site skinfold assessment by International Society for the Advancement in Kinanthropometry (ISAK) (37): • Measurements of skinfold thickness from triceps, subscapular, biceps, supraspinale, abdominal, front of thigh, and calf. • Use the ∑7 skinfold to calculate body density (Db), then convert to %body fat (%BF). • Standard error of estimate of the prediction equations for Db is 2-5%. • 3 Steps: Step 1: Bd = 1.112 – 0.00043499 (sum of 7 sites) + 0.00000055 (sum of 7 sites)2 – 0.00028826 (age) (26). Step 2: %BF= (5.21 / Db) – 4.78 (29). Step 3: Fat Mass = body mass x % Fat → Fat Free Mass = body mass – fat mass (20).
  • 16. Anthropometry: Recommendations (Cont’d) • Lean Mass Index (LMI) • Tracks intra-subject proportional changes in body mass considering changes in skinfold thickness (36). • Correlated to dual-energy x-ray absorptiometry (DXA) (r=0.95, SEE=1.89 kg) (10). • A strong predictor of fat-free mass compared to bioelectrical impedance analysis (BIA) (BIA 97% vs. Skinfold 63%) likelihood to track changes in lean mass within RL players (10). • LMI is calculated: • LMI = M/Sx • Where, M is the athlete’s body mass in (kg), S is the ∑7 skinfolds in (mm), and x is the exponent which is (0.13 for forwards and 0.14 for backs) (10, 36).
  • 17. Acceleration and Top Speed • Sprinting patterns of National Rugby League Competition (NRL) players (13) : • Majority of the sprints occurred across distances of <20 m (67.5%, ES= 1.7) • Sprints between 6-10 m had the highest frequency (39.7%) (13). • Distances between 11-20 m (27.8%) (13). • About (85%) of the sprints occurred over <30 m (ES=1.6). • Hit-up forwards over 6-10 m (46.4%) , distances >21 m occurred (18.4%), and (5.0%) for >40 m (13). • Outside backs, wide running forwards, and adjustables for distances >21 m: • (33.7%), (26.0%), and (17.3%), respectively (13). • Sprints >40 m occurred (5.0%), (7.4%), (5.0%), and (9.7%) for hit-up forwards, wide running forwards, adjustables, and outside backs, respectively (13). • Although a lesser proportion of sprints occurred at distances >40 m, it still highlights the importance of top speed amongst various positions.
  • 18. Acceleration and Top Speed: Recommendations • 40-m speed test • Intraclass correlation coefficient (ICC): 0.97 (13). • Typical Error (TE): 1.2% (13). • “first step quickness” and acceleration: • Can be obtained from 0-5, 0-10 or 0- 20-m split times. • Top-speed: • 20-40 or 30-40-m split times • Flying start
  • 19. Sprint Momentum (SM) • NRL players possessing similar velocities as State Rugby League (SRL) players (4). • Distinguishing factor was BM (kg) of the NRL (4) • 7% greater SM (4) • SM (kg.m/s) = Velocity (m/s) x BM (kg) (4, 5).
  • 20. Agility and Change of Direction Speed (CODS) • Agility is defined as “a whole-body movement with change of velocity or direction in response to a stimulus” (35). • Composed of : perceptual and decision-making factors (i.e. visual scanning, anticipation, knowledge of situation, pattern recognition) and change of direction speed (CODS) (35). • The sport-specific reactive agility test (RAT) using a rugby specific video-based stimulus: • (ICC=0.82) for agility time (33). • Human-based stimulus : • Movement time (ICC=0.92) (15). • Decision time (ICC=0.95) (15). • Response accuracy (ICC=0.93) (15).
  • 21. CODS • CODS tests are unable to discriminate between players of different skill levels and performance and reactive agility tests have been poorly correlated with the 5-0-5 and L-run COD test performance (15). • Measure of total time masks the true ability to change direction due to its dependence on linear sprinting ability (27). • Angle of direction change (45 ̊, 90 ̊,180 ̊) (27). • Entry velocity (i.e. run-up distance and speed) will influence the test (27). • Validity Questioned!!
  • 22. CODS: Recommendations (Cont’d) • L-Run test: maneuverability and ability to maintain velocity • (ICC=0.94, 95%CI=0.90-0.95, CV%=1.96, and SEM =0.17) (27, 38). • T-test : Forward, Lateral, Backward movements • (ICC=0.95, 95%CI=0.92-0.97, CV%=1.96, and SEM=0.21) (38). • 5-0-5 Agility test: 180 ̊ COD • (ICC=0.88, 95%CI=0.81-0.93, CV%=2.40, and SEM=0.06) (38). • COD Deficit: Isolating the Ability to Change Direction • Not correlated with sprint time (r= -0.11-0.10) but be correlated to 5-0-5 (r=0.74-0.81) (28). • COD Deficit = COD Test completion time (s) – Completion time of a similar distance (s) (27).
  • 23. Muscular Strength and Power • Muscular force and power generation are critical in tackling, lifting, pushing, and pulling opponents during the game, as well as fast play-the-ball speed and having an effective leg drive during tackles (12, 25). • Relative measures of strength and Power to Body Mass Ratio (P:BM) expressed via 3RM squat and 3RM power clean from the hang and loaded jump squats are significantly related to 10- and 40-m sprint as opposed to absolute measures in professional RL players (r= -0.52 to r= -0.76 (p≤0.05)) (3). • Improvement in both relative and absolute measures of strength assessed via 1RM squat resulted in significant improvement in 5-,10-,20-m sprint performance in RL players (8).
  • 24. Muscular Strength: Recommendations • 1RM Squat and Bench Press as a measure of lower and upper body strength • ICC values of (0.97) and (0.98) (22, 34). • Use absolute measures to gain insight into relative strength: • Relative Strength (kg/kg) = 1RM (kg)/BM (kg) • To account for the different body sizes and obtain an index that is independent of body size, you need to allometrically scale the data (16). • Sn=S/m0.67 (16). • Where S is the load lifted, and m represents the body mass of the athlete.
  • 25. Muscular Power: Recommendations • Countermovement jump test (CMJ), and the squat jump test (SJ): • Test-retest reliability for the jump heights measured (ICC=0.98 for CMJ, and ICC=0.96 for SJ) (19). • Jump height = (g x flight time x flight time)/8 (19). • Peak power (PP) using Sayers power equation (30): • Peak Power (W) = 60.7x (jump height (cm) +45.3x (body mass (kg))-2055. • Express PP in relative terms (i.e. PP/BM) and/or allometrically scale.
  • 26. Muscular Power: Stretch-Shortening Cycle (SSC) • % pre-stretch augmentation: assesses the effect of a pre-stretch on a movement (21). • % pre-stretch augmentation = [(CMJ-SJ) X SJ-1] x 100 • Reactive strength: assesses the ability to use the pre-stretch during the CMJ (21). • Reactive Strength=CMJ-SJ • Eccentric Utilization Ratio (EUR): ratio between the CMJ and SJ jump height and/or PP data (21). • EUR = CMJ/SJ • Provides information about the SSC performance • Sensitive to the type of training being undertaken with values increasing from off-season to pre-season for rugby athletes (off-season values using jump height = 1.13±0.14 to pre-season = 1.33 ±0.23, and values for PP = 1.01±0.20 to 1.19±0.09) (21).
  • 27. High-Intensity Running and Aerobic Power • RL players need to cover a large amount of distance during a match and engage in various high-intensity activities (17). • Hence, it is important for the players to have a developed VO2max to cover such distances and to recover from the high intensity activities rapidly. • Repeated high-intensity exercise (RHIE) bouts appear to be more common during critical times in a match, as opposed to repeated-sprint ability (RSA) that appears to be more common in other team sports (1, 17).
  • 28. High-Intensity Running and Aerobic Power : Recommendations • 30-15 Intermittent Fitness Test (30-15IFT) developed by Martin Buchheit (6). • TE of (0.36 km/h) and a ICC of (0.89) and a CV of (1.9%) (31). • Large correlation with Yo-Yo IR1 (r=0.75) which is commonly used within rugby (31). • TE and the smallest worthwhile change (SWC) for this test is less than 1 stage or 0.5 km/h, which can be reflected as a meaningful change in performance (31). • Valid measure of prolonged high-intensity intermittent running within rugby league (32).
  • 29. High-Intensity Running and Aerobic Power : Recommendations (Cont’d) • The test is conducted over 40-m in 30 second shuttles that is separated by 15 seconds of active recovery that starts out at 8 km/h and is increased by 0.5 km/h after every stage completed (6). • The velocity achieved at the end of the 30-15IFT is referred to as VIFT which can be used to estimate VO2max with the following formula: • VO2max 30-15IFT (ml/min/kg) = 28.3 - 2.15G - 0.741A -0.0357W + 0.0586A x VIFT + 1.03VIFT (G = gender (female = 2; male = 1), A=age, W=weight) (6). • VIFT can be used to individualize interval training sessions as opposed to the more commonly used vVO2max (6). • VIFT is typically 2-5 km/h faster than velocities achieved at the end of continuous tests (6). • VIFT reflects a player’s anaerobic velocity reserve (AVR) (6). • Considers accelerations, decelerations, ability to change direction, between effort recoverability, and RSA which taxes aerobic, anaerobic, and neuromuscular qualities (6) that are common in intermittent team sports such as rugby.
  • 30. Testing Battery Sequence Day 1: AM Session Day 1: PM Session Anthropometry (Height and Body Mass) 40-meter sprint CMJ 1RM Squat SJ 5-0-5 Agility Test Day 2: AM Session Day 2: PM Session Anthropometry (Sum of 7 Skinfold) 30-15IFT 1RM Bench Press
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