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8/3/2019 Training Cycling
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The individual pursuit: demands
and preparation
Andrew R. Coggan, Ph.D.
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The individual pursuit:
a deceptively simple event favoring specialists
who possess superior aerobic fitness coupled with
a high anaerobic capacity, excellent aerodynamics,
and specific technical skills.
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The pursuit performance teeter-totter
Neuromuscular power
Anaerobic capacity
Aerobic power
Start
Line
Pacing
Rolling resistance/
chain friction
Inertia/kinetic energy
Aerodynamicdrag
Faster
Faster
Faster or Slower
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Physical factors
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The pursuit performance teeter-totter
Neuromuscular power
Anaerobic capacity
Aerobic power
Start
Line
Pacing
Rolling resistance/
chain friction
Inertia/kinetic energy
Aerodynamicdrag
Faster
Faster
Faster or Slower
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PTOT = (PAT + PKE + PRR + PWB + PPE)/Ec
PTOT= (0.5Va2Vg(CdA + Fw) + 0.5(mt + I/r
2)(Vgf2 - Vgi
2)/(tf- ti) + VgCrrmtgCOS(TAN-
1(Gr)) + Vg(0.091+0.0087Vg) + VgmtgSIN(TAN-1(Gr)))/Ec
Where:
PTOT = total power required (W) mt= total mass of bike+rider system (kg)PAT = power required to overcome total aerodynamic drag (W) I = moment of inertia of wheels (kgm
2)
PKE = power required to change kinetic energy (W) r = outside radius of tire (m)
PRR = power required to overcome rolling resistance (W) Vgf= final ground velocity (m/s)
PWB = power required to overcome drag of wheel bearings (W) Vgi = initial ground velocity (m/s)
PPE = power required to change potential energy (W) tf= final time (s)
= air density (kg/m3) ti = initial (s)
Va = air velocity (relative to direction of travel) (m/s) Crr = coefficient of rolling resistance (unitless)Vg = ground velocity (m/s) g = acceleration due to gravity (9.81 m/s2)
Cd = coefficient of drag (dependent on wind direction) (unitless) Gr = road gradient (unitless)
A = frontal area of bike+rider system (m2) Ec = efficiency of chain drive system (unitless)
FW = wheel rotation factor (expressed as incremental frontal area) (m2)
Mathematical model of the physics of cycling
(Martin, Milliken, Cobb, McFadden, and Coggan. J Appl Biomech 14:276-291, 1998)
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Validation of model
under steady-state conditions
(Martin, Milliken, Cobb, McFadden, and Coggan. J Appl Biomech 14:276-291, 1998)
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Validation of model
under non-steady-state conditions
(Martin, Gardner, Barras, and Martin, unpublished observations)
Measured power
Measured speed
Model-predicted speed
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Nominal characteristics of world class pursuiters
used in modeling
Height = 180 cm
Weight = 75 kg
CdA = 0.209 m2
Pursuit power = 540 W
4 km time = 4 min 25 s
Height = 170 cm
Weight = 65 kg
CdA = 0.197 m2
Pursuit power = 415 W
3 km time = 3 min 35 s
Male Female
Weight of bicycle, etc. = 9.0 kg
CRR = 0.002 (i.e., wood track)
Air density = 1.185 g/L
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Absolute and relative power requirements
of world class pursuit performance
0
100
200
300
400
500
600
Male (4 km) Female (3 km)
Power(W)
Aerodynamic drag Kinetic energy Rolling resistance Drivetrain friction
86%
84%
7%
9%
5%
5%
2%
2%
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Time savings resulting from 5% changes in:
Factor 4 km 3 km
Efficiency of chain
(Ec)0.1 s (0.05%) 0.1 s (0.05%)
Rolling resistance
(CRR)0.2 s (0.1%) 0.2 s (0.1%)
Total mass
(mt)0.6 s (0.3%) 0.6 s (0.3%)
Aerodynamic drag
(CdA)4.1 s (1.5% ) 3.1 s (1.4% )
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Aerodynamics: the devil is in the details!
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Field testing using a powermeter to determine
aerodynamic drag characteristics (CdA)
0
100
200
300
400
0 5 10 15
Speed (m/s)
Power(W)
Westbound Eastbound line of best fit
Y = 3.67X + 0.1344X3
R2 = 0.998
CdA = 0.226 +/- 0.004 m2
CRR
= 0.0046 +/- 0.0003
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Technical factors
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The pursuit performance teeter-totter
Neuromuscular power
Anaerobic capacity
Aerobic power
Start
Line
Pacing
Rolling resistance/
chain friction
Inertia/kinetic energy
Aerodynamicdrag
Faster
Faster
Faster or Slower
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Time savings resulting from improvements in:
Factor 4 km 3 km
Starting technique (negligible) (negligible)
Path on track (20 cmup from black line)
1.3 s (0.5%) 1.1 s (0.5%)
Pacing strategy (potentially large) (potentially large)
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2005 World Championships - 3 km pursuit
70
72
74
76
78
8082
84
86
1 2 3
Kilometer split
Time(seconds)
Effect of pacing on 3 km pursuit performance
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0
100
200300
400
500
600
700
800
900
1000
0 30 60 90 120 150 180 210 240
Time (seconds)
Power(W)
0
2
4
6
8
10
12
14
16
Speed(m/s)
Qualifying power Final power Qualifying speed Final speed
Effect of pacing on 3 km pursuit performance
when overall average power is equivalent
Average = 411 W
Average = 408 W
Time = 3:53.4
Time = 3:51.4
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Coggans #1 rule of pursuiting:
Dont go out too hard!
Dont go out too hard!
Dont go out too hard!
Dont go out too hard!
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Physiological factors
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The pursuit performance teeter-totter
Neuromuscular power
Anaerobic capacity
Aerobic power
Start
Line
Pacing
Rolling resistance/
chain friction
Inertia/kinetic energy
Aerodynamicdrag
Faster
Faster
Faster or Slower
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Energy demands expressed in O2 equivalents
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Power-VO2 relationship (efficiency)
Efficiency = 24.1%
0
1
2
3
4
5
0 50 100 150 200 250 300 350 400
Power (W)
VO2(L/min)
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Time savings resulting from 5% changes in:
Factor 4 km 3 km
Neuromuscular
(anaerobic) power0.3 s (0.1%) 0.2 s (0.1%)
Anaerobic capacity 0.9 s (0.3%) 0.7 s (0.3%)
Aerobic power 3.8 s (1.4%) 3.0 s (1.4%)
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Role of VO2max, anaerobic capacity (MAOD) and
aerodynamic drag characteristics (CdA) in determining
3 km pursuit performance
0
100
200
300
400
500
600
700
800
900
0 30 60 90 120 150 180 210 240Time (seconds)
Power(W)
Rider A Rider B
Maximal aerobic
VO2max = 4.47 L/min
Efficiency = 24.1%
Est. MAOD = 3.36 L
Ave. power = 397 W
CdA = 0.214 m2
3 km time = 3:47.3
Total
80%
20%
Rider A
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0
100
200
300
400
500
600
700
800
900
0 30 60 90 120 150 180 210 240
Time (seconds)
Power(W)
0
100
200
300
400
500
600
700
800
900
0 30 60 90 120 150 180 210 240Time (seconds)
Power(W)
Role of VO2max, anaerobic capacity (MAOD) and
aerodynamic drag characteristics (CdA) in determining
3 km pursuit performanceRider A Rider B
VO2max = 4.20 L/min
Efficiency = 23.9%
Est. MAOD = 5.27 L
Ave. power = 411 W
CdA = 0.236 m2
3 km time = 3:49.7
Total
Maximal aerobic72%
28%
Maximal aerobic
VO2max = 4.47 L/min
G.E. = 24.1%
Est. MAOD = 3.36 L
Ave. power = 397 W
CdA = 0.214 m2
3 km time = 3:47.3
Total
80%
20%
Rider A Rider B
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Preparation
E d h i l i l d i
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Level 1 2 3 4 5 6 7
Active
recoveryEndurance
Tempo or
fartlek
Lactate
thresholdVO2max
Anaerobic
capacity
Neuro-muscular
power
Power ( % of
maximal steady
state)
151%
Muscle
enzymes++ +++ ++++ ++ +
Lactate
threshold++ +++ ++++ ++ +
Capillaries + ++ +++ ++++ +
Plasma volume + ++ +++ ++++ +
Stroke volume
& maximalcardiac output
+ ++ +++ ++++ +
VO2max + ++ +++ ++++ +
Anaerobic
capacity
(MAOD)
+ +++ +
Neuromuscular
power + +++
Expected physiological adaptations
as a function of training intensity
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0
10
20
30
40
50
60
70
80
90
100
40 50 60 70 80 90 100 110 120 130 140 150
Exercise intensity (% of maximal steady state power)
Arbitraryunits
L1 L2 L3 L4 L5 L6
Physiological strainOverall training effect
(increase in aerobic fitness)
Max. volume
Proposed relationship between training intensity and
overall aerobic training effect
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0
10
20
30
4050
60
70
80
90
100
Octo
ber
Nove
mbe
r
Dece
mbe
r
Janu
ary
Febr
uary
March
April
May
June Ju
ly
Augu
st
Sept
embe
r
Month
Trainingvolume(h/mo)
Training volume (hours/month)
LT focus
(off-season build)
VO2max focus
(road racing season)
Pursuit-specific
training R&R
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Day Training
Monday 1 h 30 min recovery ride
Tuesday 2 h w/ 2 x 20 min @ TT effort
Wednesday 2 h 30 min group ride at moderate intensity
Thursday 2 h w/ 2 x 20 min @ TT effort
Friday 1 h 30 min recovery ride
Saturday 4 h hard group ride
Sunday 3 h 15 min group ride at moderate intensity
Typical week during LT focus
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Typical week during VO2max focus
Day Training
Monday 1 h 15 min recovery ride
Tuesday 1 h 30 min w/ 6 x 5 min at 90+% of VO2max
Wednesday 2 h at moderate intensity
Thursday 1 h 30 min w/ 6 x 5 min at 90+% of VO2max
Friday 1 h 15 h recovery ride
Saturday Race or tempo ride
Sunday Race or hard group ride
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Day Training
Monday 1 h 30 min w/ 4 x 500 m flying and 10 standing starts
Tuesday
AM: 1 h 30 min w/ 4 x 4 km flying in team pursuit
formation
PM: 1 h 45 min recovery ride (road)
Wednesday AM: 1 h w/ 1 x 333.3 m standing plus 3 x 1 kmstanding
PM: 2 h recovery ride (road)
Thursday
AM: 1 h 30 min w/ 4 x 4 km flying in team pursuit
formation
PM: 30 min recovery ride (rollers)
Friday
AM: 2 h recovery ride (road)
PM: 1 h 45 min track racing session (keirin heat,
keirn final, prime race, points race)
Saturday 1 h 30 min w/ 3 x 1 km flying and 4 x 500 m flying
Sunday Off
Typical week during pursuit-specific training
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020
40
60
80
100
120
140
160
180
200
10/1
411
/11
12/9 1/
62/
33/
33/
314/
285/
266/
237/
218/
189/
15
Date
CTLorATL(T
SS/d)
-100-80
-60
-40
-20
020
40
60
80
100
TSB(TSS/d)
Acute training load Chronic training load Training stess balance
Use of powermeter data to manage training and plan
peak performance
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A happy ending!