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<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_navigation/cub_navigation_lesson08.xml</identifier><docType>lesson</docType><format>text/xml</format><language/><title>Navigating at the Speed of Satellites</title><creator>Integrated Teaching and Learning Program, </creator><keywords><keyword>navigation</keyword><keyword>GPS</keyword><keyword>global positioning system</keyword><keyword>satellite</keyword><keyword>receiver</keyword><keyword>speed of light</keyword><keyword>rilateration</keyword><keyword>triangulation</keyword></keywords><vocabulary><word>GPS</word><word>Satellite</word><word>Receiver</word><word>Orbit</word><word>Trilateration</word><word>Triangulation</word></vocabulary><summary>For thousands of years, navigators have looked to the sky for direction. Today, celestial navigation has simply switched from using natural objects to human-created satellites. A constellation of satellites, called the Global Positioning System, and hand-held receivers allow for very accurate navigation. In this lesson, students investigate the fundamental concepts of GPS technology — trilateration and using the speed of light to calculate distances.</summary><engrConnection>
		
			
				Creating GPS required contributions from many engineering disciplines. Mechanical engineers created GPS equipment able to perform reliably in the unique environment of space. Electrical engineers designed computers, circuit boards, power systems and wiring. Aerospace engineers determined the satellite arrangement around the Earth and designed their orbits. Software engineers wrote computer programs so that the satellites operate on their own and transmit useful data to Earth receivers.
			
		
	</engrConnection><learningObjectives><learningObjective>Understand the basic concepts that make GPS work: that distance is determined by knowing the time it takes a signal to travel from a satellite to a receiver.  </learningObjective><learningObjective>Analyze error and its effect on real-world problems  </learningObjective><learningObjective>Understand early navigation technologies and how advancements in technology have improved our ability to navigate  </learningObjective><learningObjective>Recognize that GPS required contributions from many engineering disciplines  </learningObjective></learningObjectives><timeRequired unit="minutes">50</timeRequired><publisher>TeachEngineering.org</publisher><contributors><contributor>Jeff White</contributor><contributor>Matt Lippis</contributor><contributor>Penny Axelrad</contributor><contributor>Janet Yowell</contributor><contributor>Malinda Schaefer Zarske</contributor></contributors><references><reference>http://xte.gsfc.nasa.gov/docs/rosat/gallery/rosat_sat.html</reference><reference>http://www.xray.mpe.mpg.de/</reference><reference>http://www.mpe.mpg.de/</reference><reference>http://www.colorado.edu/geography/gcraft/notes/gps/gps_f.html</reference><reference>http://www.nasm.si.edu/galleries/gps/work.html</reference><reference>http://gps.losangeles.af.mil/</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>S11425BD</id><locale>Colorado</locale><type>Science</type><description>b. Describe methods and equipment
used to explore the solar system and
beyond
</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><eduStandard><id>S114172C</id><locale>International_Technology_Education_Association-ITEA_STL_Standards</locale><type>Technology</type><description>C. Many inventions and innovations have evolved using slow and methodical processes of
tests and refinements.
</description><lowgrade>6</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>

