HistoricBridges.org Menu:

Divider

HistoricBridges.org: Bridge Browser

Bridge Browser: Home

Divider

Yale Road Bridge

Yale Road Bridge

View PhotosView Map

Bridge Documented: Spring 2007

Learn about historic curved-chord through girder bridges.

Key Facts
Bridge Name Facility Carried / Feature Intersected Location Structure Type Construction Date / Builder or Contractor
Yale Road Bridge Yale Road Over Silver Creek (Eves Drain) Rural: St. Clair County, Michigan Concrete 60 Foot Plan Curved Chord Through Girder, Stationary 1920 By: Richard Adler
Technical Facts
Structure Length Roadway Width Main Spans Approach Spans
50 Feet (15.2 Meters) 20 Feet (6.1 Meters) 1 None

This is one of the nicest examples of the curved-chord through girder bridge in St. Clair county in terms of structural integrity. The concrete has not experienced much spalling, which is good. The structure is skewed quite noticeably. The bridge has State Reward Bridge plaques on it. The bridge was built in 1922, which makes it an early and well preserved example of its structure type.

There is no weight limit on this bridge, there are currently no plans to replace it! However, knowing St. Clair County this will not always be the case. It is important that this bridge not be demolished. The time to restore this bridge, perhaps by applying a protective concrete paint, is now, before the bridge become deficient.

Historic Significance Rating (HSR)

Information and Findings From MDOT

MDOT Historic Bridge St. Clair County Yale Rd. / Eves Drive This is the oldest known surviving example of a standard Michigan State Highway Department concrete camelback bridge of 50 feet. Michigan's Department developed standard designs in the late 1910s as a way of producing inexpensive bridges for the State Trunkline System, and was a national leader in doing so. Richard Adler of Port Hope, Michigan, was the bridge contractor.

Visit MDOT's Historic Bridge Website

 View PhotosView Map

Divider

Bridge Browser: HomeBridge Browser: Top

Divider

About Contact Footer