Spiral (railway)

For the engineering term applying to railway track geometry, see Track transition curve.
Spiral viaduct near Brusio, Switzerland.

A spiral (sometimes called a spiral loop or just loop) is a technique employed by railways to ascend steep hills.

A railway spiral rises on a steady curve until it has completed a loop, passing over itself as it gains height, allowing the railway to gain vertical elevation in a relatively short horizontal distance. It is an alternative to a zig-zag, and avoids the need for the trains to stop and reverse direction while ascending. If the train is of sufficient length, it is often possible to view the train looping above itself.

A spiral loop should not be confused with the transition spiral or spiral easement used to provide a transition from a tangent into a horizontal circular curve. Spiral easement is used to avoid abrupt changes in the sideward acceleration experienced by a railway vehicle and the passengers in the vehicle approaching the horizontal circular curve and to prevent abrupt forces and discomfort. These curve layouts are also used in highway engineering.

Spirals are not generally needed on tramways (street running or reserved track) or light rail lines because trams traditionally have all wheels powered, giving the ability to climb much steeper direct gradients than railways. In addition, the space consumed by a spiral is usually not available in an urban environment.

A similar feature to railway spirals in road design is the pigtail bridge.

Calculations

On a railway climbing at a gradient of 1 in 40 (2.5%, or 25 m per km) a 360-degree spiral at 350 m radius will add 2200 m to the forward journey and 55 m to the vertical climb. Unless the topography has a suitably shaped hill, the spiral is likely to include a tunnel, increasing construction costs and creating problems if steam locomotives are employed. If a convenient side valley is available, then a horseshoe curve may be possible.

The spiral needs to climb about 6 m in order to bridge itself. With steam locomotives and to a lesser extent with diesel locomotives, the gradient in any long tunnel(s) should be less than the ruling grade to avoid problems with fumes and dampness causing the driving wheels to slip.

List of spirals

This list is incomplete; you can help by expanding it.

Argentina

Australia

Austria

Bolivia

Bulgaria

Canada

Chile

People's Republic of China

Croatia

France

Germany

India

Loop (Agony Point) on the DHR, India

Iran

Ireland

Italy

Japan

Okoba spiral and Zig zag in Hisatsu Line, Japan

Kenya

  1. Mazeras Spiral near Mombasa, at: -3.995257° 39.546742° (map)
  2. Spiral near Makutano station, at: -0.043457° 35.641461°
  3. Spiral near Equator, Kenya station, at: -0.007183° 35.551033°

For the fourth see Uganda below.

South Korea

Geumdae 2nd Tunnel in Jungang Line, South Korea

Madagascar

Myanmar

Spiral in Thazi Taunggyi line, Myanmar

New Zealand

Norway

Russia

Serbia

Slovakia

South Africa

Spain

Sri Lanka

Switzerland

Toua spiral tunnel on the RhB Albulabahn

Taiwan

Uganda

4 Circle Hill The fourth spiral on the Uganda railway and the only one in Uganda, see Kenya above for the rest, is Circle Hill Spiral in Kamwenge District Western Uganda, at: 0.190313° 30.363585° (map)

United Kingdom

The bridge on the spiral loop at Dduallt on the Ffestiniog Railway, Wales.

United States

Tehachapi Loop, on the Union Pacific Railroad, California, US, viewed from the air.
1903 view of Riflesight Notch loop, near Rollins Pass in Colorado

See also

References

  1. "FEATS IN RAILWAY ENGINEERING.". The Darling Downs Gazette and General Advertiser (Toowoomba, Qld.: National Library of Australia). 25 August 1868. p. 4. Retrieved 7 January 2013.
  2. Trinity Loop
  3. "TRANS-ANDINE RAILWAY.". The West Australian (Perth: National Library of Australia). 30 November 1909. p. 5. Retrieved 23 March 2013.
  4. fr:Ligne transcévenole
  5. irfca.org
  6. "THE SIMPLON TUNNEL.". The Capricornian (Rockhampton, Qld: National Library of Australia). 15 October 1904. p. 21. Retrieved 19 March 2013.
  7. Can be clearly seen on Google Maps
  8. Childers, Erskine (1900). In the Ranks of the C. I. V. London: Smith, Elder. p. 86. OCLC 16633317.

External links

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