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How To Derive Formula For Super-Elevation Of Bending Road

How To Derive Formula For Super-Elevation Of Bending Road
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Full super-elevation stands for the amount with which the external edge of a curve located at a road or railway is grounded directly above the inner edge. Its units range from the meter/meter or feet/feet.
Another definition of super-elevation is the vertical distance among the heights of inward and external edges of highway pavement or railroad rails.
In order to neutralize the consequence of centrifugal force as well as decrease the trend of a vehicle to overturn and to slide laterally outsides, the pavement outer edge is elevated in regard to the inner edge. Consequently, delivering a transverse slope is called Superelevation.
The formula is used for full superelevation = h = Bv2/gR
Here B denotes the breath of the road, v stands for the speed of the vehicle, g stands for acceleration (that is 9.8 m/s2) and R stands for the radius of the circular curve.

By going through the following construction video, you can learn the tips for obtaining formula toward full superelevation of highway or road. This video is very useful for land surveying.

For more info watch the Video and Pictures Below

Click Here To See A Brief explanation of Highway Geometric Design

Tags: centrifugalcurveforcepavementrailwayroadspeedsuperelevationvehicle
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