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The individual pursuit: demands and preparation

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PTOT = total power required (W) mt= total mass of bike rider system (kg) ... A = frontal area of bike rider system (m2) Ec = efficiency of chain drive system ... – PowerPoint PPT presentation

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Title: The individual pursuit: demands and preparation


1
The individual pursuit demands and preparation
  • Andrew R. Coggan, Ph.D.

2
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.
3
The pursuit performance teeter-totter
4
Physical factors
5
The pursuit performance teeter-totter
Rolling resistance/ chain friction Inertia/kinetic
energy Aerodynamic drag
Neuromuscular power Anaerobic capacity Aerobic
power
Faster
Faster
Factors
Factors
Physiological
Physical
Start Line Pacing
Factors
Technical
Faster or Slower
6
Mathematical model of the physics of cycling
PTOT (PAT PKE PRR PWB PPE)/Ec PTOT
(0.5?Va2Vg(CdA Fw) 0.5(mt I/r2)(Vgf2 -
Vgi2)/(tf - ti) VgCrrmtgCOS(TAN-1(Gr))
Vg(0.0910.0087Vg) VgmtgSIN(TAN-1(Gr)))/Ec Wher
e   PTOT total power required (W) mt total
mass of bikerider system (kg) PAT power
required to overcome total aerodynamic drag (W)
I moment of inertia of wheels (kgm2) 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
bikerider system (m2) Ec efficiency of
chain drive system (unitless) FW wheel rotation
factor (expressed as incremental frontal area)
(m2)
(Martin, Milliken, Cobb, McFadden, and Coggan. J
Appl Biomech 14276-291, 1998)
7
Validation of modelunder steady-state conditions
(Martin, Milliken, Cobb, McFadden, and Coggan. J
Appl Biomech 14276-291, 1998)
8
Validation of modelunder non-steady-state
conditions
Measured speed
Model-predicted speed
Measured power
(Martin, Gardner, Barras, and Martin, unpublished
observations)
9
Nominal characteristics of world class pursuiters
used in modeling
Male
Female
  • 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
  • Weight of bicycle, etc. 9.0 kg
  • CRR 0.002 (i.e., wood track)
  • Air density 1.185 g/L

10
Absolute and relative power requirementsof
world class pursuit performance
11
Time savings resulting from 5 changes in
12
Aerodynamics the devil is in the details!
13
Field testing using a powermeter to determine
aerodynamic drag characteristics (CdA)
14
Technical factors
15
The pursuit performance teeter-totter
Rolling resistance/ chain friction Inertia/kinetic
energy Aerodynamic drag
Neuromuscular power Anaerobic capacity Aerobic
power
Faster
Faster
Factors
Factors
Physiological
Physical
Start Line Pacing
Factors
Technical
Faster or Slower
16
Time savings resulting from improvements in
17
Effect of pacing on 3 km pursuit performance
18
Effect of pacing on 3 km pursuit performancewhen
overall average power is equivalent
Time 351.4
Time 353.4
Average 411 W
Average 408 W
19
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!

20
Physiological factors
21
The pursuit performance teeter-totter
Rolling resistance/ chain friction Inertia/kinetic
energy Aerodynamic drag
Neuromuscular power Anaerobic capacity Aerobic
power
Faster
Faster
Factors
Factors
Physiological
Physical
Start Line Pacing
Factors
Technical
Faster or Slower
22
The individual pursuit a predominantly aerobic
event
23
Energy demands expressed in O2 equivalents
24
Power-VO2 relationship (efficiency)
25
Time savings resulting from 5 changes in
26
Role of VO2max, anaerobic capacity (MAOD) and
aerodynamic drag characteristics (CdA) in
determining 3 km pursuit performance
Rider A
Rider B
Rider A
VO2max 4.47 L/min Efficiency 24.1 Est. MAOD
3.36 L Ave. power 397 W CdA 0.214 m2 3 km
time 347.3
Total
20
80
Maximal aerobic
27
Role of VO2max, anaerobic capacity (MAOD) and
aerodynamic drag characteristics (CdA) in
determining 3 km pursuit performance
Rider A
Rider B
Rider 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 349.7
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
347.3
Total
Total
28
20
72
80
Maximal aerobic
Maximal aerobic
28
Preparation
29
Expected physiological adaptationsas a function
of training intensity
30
Proposed relationship between training intensity
and overall aerobic training effect
31
Training volume (hours/month)
Pursuit-specific training
LT focus (off-season
build)
VO2max focus (road racing season)
RR
32
Typical week during LT focus
33
Typical week during VO2max focus
34
Typical week during pursuit-specific training
35
Use of powermeter data to manage training and
plan peak performance
36
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37
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38
A happy ending!
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