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Bascule bridge

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(Redirected from Scherzer rolling lift bascule bridge) Moveable bridge with a counterweight which keeps the span(s) balanced during the upswing
Bascule bridge
This animation shows the movement of a double-leaf bascule.This animation shows the movement of a double-leaf bascule.
AncestorDrawbridge, Plate girder bridge, cantilever bridge
RelatedLift bridge, swing bridge
DescendantNone
CarriesPedestrian, bicycle, automobile, truck, light rail, heavy rail
Span rangeShort
MaterialSteel
MovableYes
Design effortMedium
Falsework requiredSite and prefabrication specific

A bascule bridge (also referred to as a drawbridge or a lifting bridge) is a moveable bridge with a counterweight that continuously balances a span, or leaf, throughout its upward swing to provide clearance for boat traffic. It may be single- or double-leafed.

The name comes from the French term for balance scale, which employs the same principle. Bascule bridges are the most common type of movable span because they open quickly and require relatively little energy to operate, while providing the possibility for unlimited vertical clearance for marine traffic.

History

Bascule bridges have been in use since ancient times, but until the adoption of steam power in the 1850s, very long, heavy spans could not be moved quickly enough for practical application.

Types

"Strauss bascule" redirects here. For the company started by its inventor, see Joseph Strauss (engineer) § Early career and the bascule bridge.
A road sign indicating a bascule bridge ahead

There are three types of bascule bridge and the counterweights to the span may be located above or below the bridge deck.

The fixed-trunnion (sometimes a "Chicago" bascule) rotates around a large axle that raises the span(s). The Chicago bascule name derives from the location where it is widely used, and is a refinement by Joseph Strauss of the fixed-trunnion.

The rolling lift trunnion (sometimes a "Scherzer" rolling lift), raises the span by rolling on a track resembling a rocking-chair base. The "Scherzer" rolling lift is a refinement patented in 1893 by American engineer William Donald Scherzer.

The rarer Rall type combines rolling lift with longitudinal motion on trunnions when opening. It was patented (1901) by Theodor Rall. One of the few surviving examples is the Broadway Bridge (1913), in Portland, Oregon.

  • The counterweight is often hidden below the road surface in the bridge abutment. The counterweight is often hidden below the road surface in the bridge abutment.
  • Animation of a double-leaf Strauss fixed-trunnion bridge (based on engineering drawings from the Henry Ford Bridge) Animation of a double-leaf Strauss fixed-trunnion bridge (based on engineering drawings from the Henry Ford Bridge)
  • Animation of a rolling lift bridge (such as the Pegasus Bridge) Animation of a rolling lift bridge (such as the Pegasus Bridge)
  • Bascule bridge in the down position Bascule bridge in the down position

See also

References

  1. Koglin, Terry L. (2003). "4. Bascule Bridges". Movable bridge engineering. John Wiley and Sons. ISBN 978-0-471-41960-0. Retrieved May 25, 2009.
  2. ^ "Landmark Designation Report: Historic Chicago Bridges" (PDF). Commission on Chicago Landmarks. September 2007 . pp. 12, 15 (pdf pages 14, 17). Retrieved April 21, 2013.
  3. US grant 511713, Scherzer, William, "Lift-Bridge", issued 26 December 1893 
  4. ^ Wood Wortman, Sharon; Wortman, Ed (2006). The Portland Bridge Book (3rd ed.). Urban Adventure Press. pp. 32, 35. ISBN 0-9787365-1-6.
  5. "Patent number 669348: T. Rall movable bridge". United States Patent and Trademark Office (referenced online by Google Patents). 1901. Retrieved April 21, 2013.
  6. Historic American Engineering Record. "Broadway Bridge, Spanning Willamette River at Broadway Street [sic], Portland, Multnomah County, OR". Library of Congress. Retrieved April 21, 2013.
  7. Van Zantvliet, P. S. (June 2015). "Analysis of the force distribution on operating mechanisms in a bascule bridge" (PDF). Archived (PDF) from the original on 2021-09-21.

External links

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Structural types
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