World 100 m running record progression men Swimmers

  • Slides: 32
Download presentation

World 100 m running record progression: men

World 100 m running record progression: men

Swimmers Improved Much Faster Than Runners Men’s 400 m 100 m run: 43. 8

Swimmers Improved Much Faster Than Runners Men’s 400 m 100 m run: 43. 8 (1968) to 43. 18 (2011) swim: 52. 2 (1968) to 46. 91 (2011)

Ages of world records

Ages of world records

11 women’s world records are more than 20 yrs old 2 men’s records are

11 women’s world records are more than 20 yrs old 2 men’s records are more than 20 years old

The Triathlon is Biased ! Winner spent 16. 7% of the time swimming, 28.

The Triathlon is Biased ! Winner spent 16. 7% of the time swimming, 28. 3% running, 0. 8% in transitions, and 54. 2% cycling !

The Equitempered Triathlon Roughly equal time on each discipline Current event 1. 5 km

The Equitempered Triathlon Roughly equal time on each discipline Current event 1. 5 km swim + 40 km bike ride +10 km run Better to keep the total time roughly the same – say 1 hr 48 m with equal 36 min time on each of the three stages New event should be 3 km swim + 24 km bike ride + 12 km run A Major Improvement !

Why Carry Do Tightrope Walkers Carry Long Poles ? Phillipe Petit, 1974 Don’t try

Why Carry Do Tightrope Walkers Carry Long Poles ? Phillipe Petit, 1974 Don’t try this at home! …. and don’t wear bell-bottomed trousers

Inertia high low • High inertia Slow to move • Low inertia Quick to

Inertia high low • High inertia Slow to move • Low inertia Quick to move Mass M Average radius R mass spread C Moment of Inertia = C Mass (Radius)2

Large inertia means you wobble more slowly Period of wobble oscillation (inertia)

Large inertia means you wobble more slowly Period of wobble oscillation (inertia)

Stable Unstable

Stable Unstable

Inertia in Sports n n n Divers Skaters Tennis players Cyclists Runners Decreasing inertia

Inertia in Sports n n n Divers Skaters Tennis players Cyclists Runners Decreasing inertia Increases rate of spin: 1/r 2

Rigging Rowing Eights

Rigging Rowing Eights

Rowing Has Its Moments +N F and -N F

Rowing Has Its Moments +N F and -N F

The Wiggling Boat s Moment on boat = -Ns + N(s+r) - N(s+2 r)

The Wiggling Boat s Moment on boat = -Ns + N(s+r) - N(s+2 r) + N(s+3 r) = +2 Nr Then, half a stroke later…N reverses to –N and. . Moment on boat = -2 Nr

The Italian Rig s r r r Moment = -Ns + N(s+r) + N(s+2

The Italian Rig s r r r Moment = -Ns + N(s+r) + N(s+2 r) - N(s+3 r) = 0 No wiggle!

Four no-wiggle rigs for eights ‘Italian tandem Rig ’ Moment = 1 -2 -3+4+5

Four no-wiggle rigs for eights ‘Italian tandem Rig ’ Moment = 1 -2 -3+4+5 -6 -7+8 = 0 New* Moment = 1 -2 -3+4 -5+6+7 -8 = 0 ‘German Rig’ Moment = 1 -2+3 -4 -5+6 -7+8 = 0 New* Moment = 1+2 -3 -4 -5 -6+7+8 = 0

Canada used the German rig to win 2008 Olympics ! 1 -2+3 -4 -5+6

Canada used the German rig to win 2008 Olympics ! 1 -2+3 -4 -5+6 -7+8 = 0

Naim Suleymanoglu (b. 1967) lifts 3 times his body weight (= 64 kg)

Naim Suleymanoglu (b. 1967) lifts 3 times his body weight (= 64 kg)

Weight Classes Why do we have them in boxing, wrestling, judo and weightlifting? But

Weight Classes Why do we have them in boxing, wrestling, judo and weightlifting? But not in Shot put, hammer, rowing, …. . ? Why not height classes in high jump and basketball?

Strength versus Size Strength is proportional to area R 2 Weight is proportional to

Strength versus Size Strength is proportional to area R 2 Weight is proportional to volume R 3

Strength and Weight strength (weight)2/3 Giants eventually break!

Strength and Weight strength (weight)2/3 Giants eventually break!

(strength)3 (weight)2

(strength)3 (weight)2

Air Drag Speed V Area, A(Bolt) Mass of tube of air swept in time

Air Drag Speed V Area, A(Bolt) Mass of tube of air swept in time t is A’ V t = ma = air density A’ = c A(runner) is the ‘effective’ body area c = drag factor Drag force from still air = -ma. V /t = - c A V 2 Drag force with wind speed W = - c A (V Following wind is + and Headwind is – - W)2

Running around in the Wind Drag force with wind speed W is (V -

Running around in the Wind Drag force with wind speed W is (V - W)2 Power needed = Force x velocity V(V - W)2 Following wind is + and Headwind is – Disadvantage of headwind and crosswind beats the advantage of a tailwind of the same magnitude K(V+W)2 K(V 2+W 2) Drag round square track K(V-W)2 Wind speed W in this direction K(V 2+W 2) Runner runs at speed V in still air Drag Force per lap = 4 K(V 2 + W 2) 4 KV 2 K = constant It’s always slower running laps in the wind Windy 400 m- 10, 000 m races will be slower

Steady Pace Is Always More Economical Go at speed U for dist x then

Steady Pace Is Always More Economical Go at speed U for dist x then at W = U for dist y = x/ or Go at speed ½ (U + W) for dist x+ y in the same time so = 1 Change speed x at U y at W x + y at ½ (U + W) Same speed all the way Work needed ( speed)3 time (Work at varied pace) = 1 + 3( - 1)2/ ( + 1)2 1 (Work at steady pace)

The Velodrome Heated air at track level Means Faster cycling

The Velodrome Heated air at track level Means Faster cycling

Hot air rises ! Drag force from still air c A V 2 Air

Hot air rises ! Drag force from still air c A V 2 Air Density Falls with Temperature

Air Drag at Track Level in the London Velodrome Drag Force air × frontal

Air Drag at Track Level in the London Velodrome Drag Force air × frontal area × V 2 Just like an ‘altitude-assisted’ performance Worth 1. 5 sec over 4 K pursuit