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A brief study of bridges

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Presentation on theme: "A brief study of bridges"— Presentation transcript:

1 A brief study of bridges
Owachomo Bridge, Natural Bridges National Monument, San Juan County, Utah; near Blanding, Utah.

2 How to talk about bridges:
Span- the distance between supports Supports- piers, columns, or towers that elevate the bridge. Deck- The section that we walk or drive on Members- supporting pieces within a bridge.

3 Forces in Bridges

4 is a force that acts to compress or shorten. (a push)
Compression is a force that acts to compress or shorten. (a push)

5 is a force that acts to expand or lengthen. (a pull)
Tension is a force that acts to expand or lengthen. (a pull)

6 Bending An action that creates both compression and tension in object being bent. T C

7 What happen when the forces are too much?
Snapping- too much tension/ pulls apart. Buckling- too much compression, deflects to the side.

8 Dissipation All bridges are subject to forces.
The goal of designing a bridge is to dissipate the forces, that is to spread them out over a greater area.

9 Beam Bridge Notes: - Top in compression, bottom in tension
- Max span ~ 200 feet

10 A thicker beam bridge Still experiences compression and tension but the forces are dissipated. But a thick beam bridge is pretty heavy…

11 TRUSS BRIDGE Notes: - A thicker beam bridge
- C and T forces are more spread out - Max span ~400 feet

12 ARCH BRIDGE Notes: - All parts are in compression - Max span ~ 1000 ft
- VERY sturdy but labor intensive. Roman arches are >2000 years old

13 SUSPENSION BRIDGE Instead of supporting the deck from below,
Suspension bridges hang the deck from a cable above. But the towers need balanced forces.

14 SUSPENSION BRIDGE Notes: - Supports (towers) in compression,
- cables in tension - Max span ~ 7000 feet

15 CABLE STAY BRIDGE Notes: - Stiffer than a suspension bridge because
all points of deck connect to a support. - Much cheaper to build than a suspension - Max span ~ 5000 feet

16 Truss Bridge Geometry What shape do you see a lot of?

17 Truss Bridge Geometry Squares can collapse by rotating at the joints without ever breaking the members. Triangles can only collapse if a member breaks.


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