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Design Your Future: Bridges
[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],triangles
truss bridges
[object Object],[object Object],[object Object],[object Object],[object Object],engineering mechanics
[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],statics
[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],forces 5 lb f
internal forces: compression
internal forces: compression
W=mg internal forces: compression N
internal forces: tension
internal forces: tension
internal forces: tension W=mg T
free body diagram
N 1 free body diagram F L =10 lb f N 2 ,[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],y x
Compression and Tension F L =10 lb f F 1 F 2 y x ,[object Object],[object Object]
Compression and Tension F 1 F 2 y x ,[object Object],N 2 N 1
Compression and Tension F 1 y x ,[object Object],F 3 N 1
free body diagram
[object Object],[object Object],bridges
[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],Credits
Next Steps ,[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object]

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Hinweis der Redaktion

  1. Compare a straw in the shape of a diamond with the same straw in the shape of a triangle.
  2. What is common between all these common truss bridges? From wikipedia: “A truss bridge is a bridge composed of connected elements (typically straight) which may be stressed from tension , compression , or sometimes both in response to dynamic loads. Truss bridges are one of the oldest types of modern bridges. The basic types of truss bridges shown in this article have simple designs which could be easily analyzed by nineteenth and early twentieth century engineers. A truss bridge is economical to construct owing to its efficient use of materials.” Image based on Based on “Truss Identification: Bridge Types,” Historic American Engineering Record HAER T1-1, National Park Service, 1976. from
  3. F  =  m a and a = 0, so F =0 …. How easy is that! Statics is the study of stuff that is not undergoing any acceleration. Often people say “Statics is the study of stuff that isn’t moving”, which isn’t accurate… stuff can be moving, but it must be at a constant velocity. In conclusion: In University we spend an entire semester on one simple equation, F =m a …. And a is zero.
  4. Have students push hands against one another. Ask what they feel. Image from http://upload.wikimedia.org/wikipedia/commons/1/12/Forbidden-City-Bronze-Tortoise-4017.jpg
  5. Have students push hands against one another. Ask what they feel. Image from http://upload.wikimedia.org/wikipedia/commons/1/12/Forbidden-City-Bronze-Tortoise-4017.jpg
  6. Have students push hands against one another. Ask what they feel. Image from http://upload.wikimedia.org/wikipedia/commons/1/12/Forbidden-City-Bronze-Tortoise-4017.jpg
  7. Have students hold hands with another and pull slightly. Ask what they feel. Image from Tire Swing
  8. Have students hold hands with another and pull slightly. Ask what they feel. Image from Tire Swing
  9. Have students hold hands with another and pull slightly. Ask what they feel. Image from Tire Swing
  10. You can use moments to prove N1=N2. N1 causes a clockwise rotation about the finger, N2 a counter clockwise. If N1 and N2 are equidistance from the center line, then N1 = N2.
  11. Reaction forces have an y and an x component, therefore total reaction force is greater than just the y component. Efy=0 F1*sin( θ ) + F2*sin( θ )-FL=0 Do Efx=0 to see that F1 = F2 as a scalar 2*F1*sin( θ )-FL=0 F1=F2=FL/[2*sin( θ )] So at 90 degrees, F1=F2=5 So at 60 degrees, F1=F2=5.77 So at 90 degrees, F1=F2=7.07 So at 30 degrees, F1=F2=10 So at 15 degrees, F1=F2=19 So at 5 degrees, F1=F2=57
  12. Reaction forces have an y and an x component, therefore total reaction force is greater than just the y component. Efy=0 F1*sin( θ ) + F2*sin( θ )-FL=0 Do Efx=0 to see that F1 = F2 as a scalar 2*F1*sin( θ )-FL=0 F1=F2=FL/[2*sin( θ )] So at 90 degrees, F1=F2=5 So at 60 degrees, F1=F2=5.77 So at 90 degrees, F1=F2=7.07 So at 30 degrees, F1=F2=10 So at 15 degrees, F1=F2=19 So at 5 degrees, F1=F2=57
  13. This must all be backed up with a straw experiment.
  14. An example of a homework problem from a University Engineering Statics class.
  15. http://www.pbs.org/wgbh/buildingbig/educator/act_mini_beam.html Show a video clip of stresses in a bridge from the software package. Show textbook of bridge forces. Predict compression and tension in sponge. Predict compression and tension in the truss bridge. Simple bridge photos are screenshots from West Point Bridge Builder. (http://bridgecontest.usma.edu/) blue tension, red compression
  16. The Astoria-Megler Bridge , the longest continuous truss bridge in North America. It's 6.5 km (4.0 miles) long, and the last piece of the Olympia-Los Angeles continuous stretch of Highway 101. http://picasaweb.google.com/lh/photo/HBtUC8pXPDES3sRQFT5KHg
  17. Connecting to standards Standards: Grade 8: Physical sciences:Forces:b,c,E Grade 9: Physics:Motion and Forces:B,d Way easier to add more, by doing the math and analysis.