<?xml version="1.0" encoding="UTF-8"?>
<tem xmlns="http://www.teachengineering.org/tem/elements/1.0/" xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance" xsi:schemaLocation="http://www.teachengineering.org/tem/elements/1.0/ http://www.teachengineering.org/schemas/tem.xsd"><identifier>http://www.teachengineering.org/view_lesson.php?url=collection/cub_/lessons/cub_mechanics/cub_mechanics_lesson03.xml</identifier><docType>lesson</docType><format>text/xml</format><language/><title>Crash! Bang!</title><creator>Integrated Teaching and Learning Program, </creator><keywords><keyword>mechanics</keyword><keyword>collision</keyword><keyword>elastic</keyword><keyword>inelastic</keyword><keyword>conservation of momentum</keyword><keyword>linear momentum</keyword><keyword>momentum</keyword><keyword>force</keyword><keyword>mass</keyword><keyword>velocity</keyword></keywords><vocabulary><word>Momentum</word><word>Conservation of momentum</word><word>Elastic collision</word><word>Inelastic collision</word><word>Force-momentum relationship</word></vocabulary><summary>Students learn about the physical force of linear momentum — movement in a straight line — by investigating collisions. They learn an equation that engineers use to describe momentum. Students also investigate the psychological phenomenon of momentum; they see how the “big mo” of the bandwagon effect contributes to the development of fads and manias, and how modern technology and mass media accelerate and intensify the effect. </summary><engrConnection>
		
			
				Whether it is a truck, a washing machine or a compact disk writer mechanism, engineers commonly design products that move, so momentum is an important part of their design considerations. Over the years, engineers have been successful in using their knowledge of the force-momentum relationship to make vehicles safer in collisions. For example, vehicle front ends are especially designed to crumple, as a protective measure to reduce the forces felt by the occupants. Car safety seats are also designed to protect small children from accident forces.
			
		
	</engrConnection><learningObjectives><learningObjective>Understand that linear momentum depends on both mass and velocity.  </learningObjective><learningObjective>Understand the difference between elastic and inelastic collisions.  </learningObjective><learningObjective>Appreciate why modern cars are safer in collisions than older ones.  </learningObjective><learningObjective>Understand how linear momentum can be described by an equation  </learningObjective></learningObjectives><timeRequired unit="minutes">50</timeRequired><publisher>TeachEngineering.org</publisher><contributors><contributor>Chris Yakacki</contributor><contributor>Ben Heavner</contributor><contributor>Malinda Schaefer Zarske</contributor><contributor>Denise Carlson</contributor></contributors><references><reference>http://hyperphysics.phy-astr.gsu.edu/hbase/elacol.html</reference><reference>Pytel and Kiusalaas. Engineering Mechanics Dynamics. Pacific Grove, CA: Brookes/Cole Publishing Company, 1999.</reference></references><eduStandards><eduStandard><id>S11416DD</id><locale>International_Technology_Education_Association-ITEA_STL_Standards</locale><type>Technology</type><description>F. Knowledge gained from other fields of study has a direct effect on the development of
technological products and systems.</description><lowgrade>6</lowgrade><highgrade>8</highgrade></eduStandard><eduStandard><id>S11424D3</id><locale>Colorado</locale><type>Science</type><description>b. Use mathematical expressions to
describe the movement of an object
</description><lowgrade>8</lowgrade><highgrade>8</highgrade></eduStandard><eduStandard><id>S11425C1</id><locale>Colorado</locale><type>Science</type><description>f. Recognize that mathematical models
are used to predict orbital paths and
events</description><lowgrade>8</lowgrade><highgrade>8</highgrade></eduStandard><eduStandard><id>S1142658</id><locale>Colorado</locale><type>Math</type><description>a. Add, subtract, multiply and divide
rational numbers including integers,
positive and negative fractions and
decimals
</description><lowgrade>8</lowgrade><highgrade>8</highgrade></eduStandard><eduStandard><id>S11426CF</id><locale>Colorado</locale><type>Math</type><description>b. Use representations of linear functions
to analyze situations and solve
problems
</description><lowgrade>8</lowgrade><highgrade>8</highgrade></eduStandard></eduStandards><geoCoverage>United States</geoCoverage><rights>Copyright 2012 - Integrated Teaching and Learning Program, College of Engineering, University of Colorado at Boulder</rights><rights>http://www.teachengineering.org/policy_ipp.php</rights><isPartOf>http://www.teachengineering.org/</isPartOf><created type="W3CDTF">2010-08-23</created><gradeLevel lowerbound="7" upperbound="9">8</gradeLevel><audience>Teacher</audience></tem>

