The perfect approach To the Pole Vault By: Sam Boswell.

Slides:



Advertisements
Similar presentations
IGCSE Coursework August 2011 The write up for this experiment should be word processed if possible A hard copy should be submitted by next Monday No excuses.
Advertisements

When its time to give your next sales presentation, here are my favorite tips for delivering powerful, charismatic, and engaging sales presentations. Top.
Biophysics of somersault and arm sets in trampolining John Mitchell Thanks to Lisa Withey + Jack Mitchell for performance.
The perfect approach To the Pole Vault By: Sam Boswell.
By Seth Mischke Head Track and Field Coach Black Hills State University.
Pole Vault Basics Simplifying the Coaching Of a Seemingly Complex Event.
 This study examined the effect of run-up velocity on the peak height achieved by the athlete in the pole vault and on the corresponding changes in the.
Matching An Excavator to Our Trucks ©2009 Dr. B. C. Paul Note – These Slides contain tables and information found in the Caterpillar Performance Handbook.
By Seth Mischke Head Track and Field Coach Black Hills State University.
Hunter Hack Let’s get it right.. What do I need to know? Do I know how to jump? Does my horse know how to jump? Do I know someone who can help me? How.
Project: – Several options for bid: Bid our signal Develop several strategies Develop stable bidding strategy Simulating Normal Random Variables.
300/400 Hurdle Training Wendy Truvillion.
Simple ideas of correlation Correlation refers to a connection between two sets of data. We will also be able to quantify the strength of that relationship.
1 Psych 5500/6500 Statistics and Parameters Fall, 2008.
Scatterplots Grade 8: 4.01 & 4.02 Collect, organize, analyze and display data (including scatter plots) to solve problems. Approximate a line of best fit.
Data Collection & Processing Hand Grip Strength P textbook.
R eassessment Review For Unit 9 & 10 To view the presentation property click “Slideshow” and “From Beginning” As you go through the presentationcomplete.
Topic 6.1 Statistical Analysis. Lesson 1: Mean and Range.
1 Review Descriptive Statistics –Qualitative (Graphical) –Quantitative (Graphical) –Summation Notation –Qualitative (Numerical) Central Measures (mean,
SHSAA Coaches Symposium August 19 th 2008 Kevin Cumming
FORM & TECHNIQUE SPRINTS GOLD MEDAL MINDSET BUTCH REYNOLDS.
Middle School Long Jump Sue Humphrey USA Track & Field.
Sue Humphrey USA Track & Field
Objectives. Objective The purpose of this tutorial is to teach the viewer how to solve for the acceleration of each mass in a standard two- body pulley.
Ideal Takeoff Step: The Key To Successful Pole Vaulting By: Mark Hannay B.S., M.S. Regional Chairman: USA Track & Field’s National & Olympic Pole Vault.
Track and field originated from the Greek athletics and the Ancient Olympic Games with the first recorded sprinter in 776 B.C. Today, track and field.
Pole Vault Technique & Phase Objectives Pole Vault Technique & Phase Objectives l By: Mark Hannay B.S., M.S. l Regional Chairman: USA Track & Field’s National.
The high jump is a track and field athletics event in which competitors must jump over a horizontal bar placed at measured heights without the aid of.
PIT AND THE PENDULUM Did Edgar Allen Poe know His Math? Sharon Wiest.
Report in P.E. 3. Long Jump The long jump (historically called the broad jump) is a track and field event in which athletes combine speed, strength and.
Pole Vault Physics By: Mark Hannay B.S., M.S.
Statistical analysis.
Standard Level Diploma
CHAPTER 9 Testing a Claim
Part 1 – Presentation & Guided Practice
Lesson – Teacher Notes Standard:
A Methodical Approach for Developing High Hurdlers
Chapter 2.
Statistical analysis.
Chapter 5 Comparing Two Means or Two Medians
Mr F’s Maths Notes Number 7. Percentages.
Brianna Mitchell USATF Association Official
Angles And Distances.
Long Jump: Technique and Training
Accumulation AP Calculus AB Days 7-8
Exponential Functions
POLE VAULTING FOR BEGINNERS.
Describing a Distribution
Linear Systems.
Law 5 – Referee Mechanics
Common Core Math I Unit 1 Day 2 Frequency Tables and Histograms
DIXON PHYSICAL EDUCATION
A Focus on Consolidation
Lesson 1: Summarizing and Interpreting Data
Triple Jump Drills & Techniques
Do Now What is the predicted English score when the math score is 10?
How To Cheat in Baseball
Mean Absolute Deviation
DIXON PHYSICAL EDUCATION
Scatter Plot 3 Notes 2/6/19.
Marvellous Motion Episode 2 Jump and Run 1.
Linear Regression Dr. Richard Jackson
Chapter 3 Describing Relationships
Common Core Math I Unit 1 Day 2 Frequency Tables and Histograms

Objectives 6.1 Estimating with confidence Statistical confidence
Law 5 – Referee Mechanics
Density Curves Normal Distribution Area under the curve
Athletics –Year 6 Vocabulary
Thinking about variation
Presentation transcript:

The perfect approach To the Pole Vault By: Sam Boswell

The Pole Vault: Track & Fields most dangerous event can be made safer and more efficient with statistics.

The pole vault is made up of two separate phases; the run, and the takeoff. For this project I have chosen to focus mainly on the beginning of the approach through to the last step (or take off). This is because it is the most vital part of the vault. Ideally the pole-vaulter begins his stride evenly and will accelerate his run to a sprint while trying to maintain his posture, balance and proper pole carry. But where on the runway should I start? The average number of steps down the runway is 16 (or 8 lefts). That puts most vaulters within a range of 95 ft to 115 ft. The idea is to be absolutely sure of your approach length up to the nearest inch or two. A run length can vary day to day depending on how your legs feel or which direction the wind is blowing. Even though these ever changing variables are present we still find that statistical calculations and models can have a huge advantage over a simple guess.

The crossbar is raised to 16’0” The crossbar is raised to 16’0”. The only thing going through my head at this moment is “I hope my step is on…”

As you can see from the dot graph my jumps are very sporadic and fluctuate so much that its hard to make any sense of this graph. The graph shows where I started from and where I ended up at during vault practice this season. The trend-line shows the relationship between the takeoff and the approach. It is a linear relationship so when my 16 step increases to lets say 114 feet the chances are that I’ll takeoff outside 13 feet. My perfect takeoff is 12’6”… So according to the equation my approach should start at 111’02”.

Approach Distance Take-off The graph on the right is showing the relationship between the approach distances and their linked value at the take off. I’ve set the two on top of each other to show how they affect each other. The red line indicates the take off values, and the yellow line show the approach distance. The mean, or average, of the take off marks is 12’4”, and the mean value of the approach marks is 110’6”. Respectively their standard deviations are 0.473ft and 1.065ft. This means that my last step leaving the ground generally has a higher accuracy than where I start my run from. One reason for this is that I can eyeball my takeoff 20 or 30 feet before the box comes up and either shorten or lengthen my last two or three steps. The best jumps though are the ones where everything feels right and there’s no last split second adjusting going on before the takeoff.

Step (lefts) Length (ft) The conclusions that I’ve drawn from this experiment have given me a better understanding of my stride and running habits. I know when I step onto the runway where my run starts, whether it be 8,7,6, or 5 lefts I can narrow it down to within 3in. It made my practices much easier and my last few competitions very successful. The data I’ve collected proved useful in finding my average stride length, and the approximate length in between a run that I might want to try. The results of my analysis are the measured distances listed here. As you can see my stride length decreases as I accelerate towards the takeoff. 8 111’ 7 96’6” 6 82’6” 5 69’ 4 56’3” 3 44’3” 2 33’ 1 22’6” 12’9” 8 7 6 5 4 3 2 1 14’6” 14’0” 13’6” 12’9” 12’0” 11’3” 10’6” 9’9” 12’9”