* Note: This is an abbreviated project idea, without notes to start your background research or a procedure for how to do the experiment. You can identify abbreviated project ideas by the asterisk at the end of the title. If you want a project idea with full instructions, please pick one without an asterisk.

Abstract

For example, think of hitting a baseball, heading a soccer ball into the net, or hitting a tennis ball with a racquet. Where the ball goes depends on...what? You can set up a simple model to start your investigation. You'll need a marble, a flat piece of wood, a flat piece of cardboard, a pencil, a ruler, a protractor, and a level surface. Lay down the cardboard down on a level surface and set up the flat piece of wood at one edge. The wood will act like a wall, and you're going to roll the marble at it from different angles to see how the marble bounces off. On the cardboard, mark the starting point, the point where the marble strikes the wood, and a point along the marble's path as it rolls away from the wood. Use the pencil and ruler to connect the incoming and outgoing trajectories of the marble to the point where the marble bounced off the wood. Draw a line perpendicular to this point, and measure the angle between the perpendicular line and the incoming and outgoing trajectories. Do this for at least 10 trials at each of several different angles. What is the relationship between the two angles? Now apply what you learned to a real-life sports situation (like heading a soccer ball or hitting a baseball). In the real-life situation, the ball is no longer hitting a stationary target and bouncing off, it's hitting something that is moving. That makes it harder to measure the angles; just remember that what is important is measuring the angles at the point of impact. For a more advanced project, you may also want to consider how the spin of the ball can change its trajectory. You could choose to concentrate only on the spin imparted by the kick, the bat or the racquet, or you may want to get really complicated and consider the spin of the incoming ball as well. (Idea from Wiese, 2002, pp. 31–34. For more advanced explanations, including the effects of spin, see the Bibliography for a book on the particular sport which interests you.)

Bibliography

Wiese, Jim. Sports Science: 40 Goal-Scoring, High-Flying, Medal-Winning Experiments for Kids. New York: John Wiley and Sons, 2002.

Shop for Supplies at Science Buddies Online Store powered by amazon.com

Science Buddies has compiled some suggestions for harder to find items in our Amazon store. The store does not include every item for every project, but it does include items that we feel work for the projects on our website. If you have comments or would like us to add items to the store, please contact us at scibuddy@sciencebuddies.org.

Variations


Last edit date: 2007-02-02 22:37:13

I Did this Project!I Did This Project!
Tell us about your experience with this science project.


characters left

characters left

characters left
Poor OK Good Very Good Excellent


Optional:  Attach a picture of your project (JPG, JPEG, GIF, PNG only)



Related Links

  • Science Fair Project Guide

Project Summary

Difficulty  6 
Time required Short (several days)


Share this Project Idea!


Facebook Twitter MySpace More Services


Donate to Science Buddies

Sponsor

Physics Interest Area Honorary Sponsor, Kenneth Hess
Science Buddies' "Volunteer of the Decade"

Internet Safety Tips
Get educated about online safety
with help from Symantec.
symantec.com/norton/familyresources

Motorola Solutions Foundation
sponsors Summer Science
Camp Resource
Summer Science Camp Resource

Career Focus

If you like this project, you might enjoy exploring related careers.

Physicist
Physicists have a big goal in mind—to understand the nature of the entire universe and everything in it! To reach that goal, they observe and measure natural events seen on Earth and in the universe, and then develop theories, using mathematics, to explain why those phenomena occur. Physicists take on the challenge of explaining events that happen on the grandest scale imaginable to those that happen at the level of the smallest atomic particles. Their theories are then applied to human-scale projects to bring people new technologies, like computers, lasers, and fusion energy.
  Mathematician
Mathematicians are part of an ancient tradition of searching for patterns, conjecturing, and figuring out truths based on rigorous deduction. Some mathematicians focus on purely theoretical problems, with no obvious or immediate applications, except to advance our understanding of mathematics, while others focus on applied mathematics, where they try to solve problems in economics, business, science, physics, or engineering.




Join Science Buddies

Become a Science Buddies member! It's free! As a member you will be the first to receive our new and innovative project ideas, news about upcoming science competitions, science fair tips, and information on other science related initiatives.


Support Science Buddies

If this website has helped you, won't you consider a small gift so we may continue developing resources to help teachers and students?

 



 


It's free! As a member you will be the first to receive our new and innovative project ideas, news
about upcoming science competitions, science fair tips, and information on other science related initiatives.


Science Fair Project Home     Our Sponsors     Partners     About Us     Work for Us     Volunteer     Donate     Contact Us     Academic Outreach Partnerships     Site Map

Science Fair Project Ideas     Science Fair Project Guide     Ask an Expert     Blog     Teacher Resources     Parent Resources     Student Resources     Science Careers     Join Science Buddies    


Privacy Policy Science Buddies

Copyright © 2002-2012 Science Buddies. All rights reserved.
Reproduction of material from this website without written permission is strictly prohibited.
Use of this site constitutes acceptance of our Terms and Conditions of Fair Use.