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- Euler_spiral abstract "An Euler spiral is a curve whose curvature changes linearly with its curve length (the curvature of a circular curve is equal to the reciprocal of the radius). Euler spirals are also commonly referred to as spiros, clothoids or Cornu spirals.Euler spirals have applications to diffraction computations. They are also widely used as transition curve in railroad engineering/highway engineering for connecting and transiting the geometry between a tangent and a circular curve. The principle of linear variation of the curvature of the transition curve between a tangent and a circular curve defines the geometry of the Euler spiral: Its curvature begins with zero at the straight section (the tangent) and increases linearly with its curve length.Where the Euler spiral meets the circular curve, its curvature becomes equal to that of the latter.".
- Euler_spiral thumbnail Euler_spiral.svg?width=300.
- Euler_spiral wikiPageExternalLink books?id=ZVZCzW2codgC.
- Euler_spiral wikiPageExternalLink c1.
- Euler_spiral wikiPageExternalLink Euler%27s_spiral_(Clothoid).
- Euler_spiral wikiPageExternalLink loop_pe.html.
- Euler_spiral wikiPageExternalLink spirale.html.
- Euler_spiral wikiPageExternalLink page_297.htm.
- Euler_spiral wikiPageID "19107713".
- Euler_spiral wikiPageRevisionID "603358053".
- Euler_spiral hasPhotoCollection Euler_spiral.
- Euler_spiral title "Cornu Spiral".
- Euler_spiral urlname "CornuSpiral".
- Euler_spiral subject Category:Calculus.
- Euler_spiral subject Category:Curves.
- Euler_spiral subject Category:Spirals.
- Euler_spiral subject Category:Transport_engineering.
- Euler_spiral type Abstraction100002137.
- Euler_spiral type Attribute100024264.
- Euler_spiral type Curve113867641.
- Euler_spiral type Curves.
- Euler_spiral type Line113863771.
- Euler_spiral type Shape100027807.
- Euler_spiral type Spiral113876371.
- Euler_spiral type Spirals.
- Euler_spiral comment "An Euler spiral is a curve whose curvature changes linearly with its curve length (the curvature of a circular curve is equal to the reciprocal of the radius). Euler spirals are also commonly referred to as spiros, clothoids or Cornu spirals.Euler spirals have applications to diffraction computations. They are also widely used as transition curve in railroad engineering/highway engineering for connecting and transiting the geometry between a tangent and a circular curve.".
- Euler_spiral label "Clothoïde".
- Euler_spiral label "Clothoïde".
- Euler_spiral label "Clotoide".
- Euler_spiral label "Clotoide".
- Euler_spiral label "Espiral de Cornu".
- Euler_spiral label "Euler spiral".
- Euler_spiral label "Klothoide".
- Euler_spiral label "Klotoida".
- Euler_spiral label "Клотоида".
- Euler_spiral label "クロソイド曲線".
- Euler_spiral label "羊角螺线".
- Euler_spiral sameAs Klotoida.
- Euler_spiral sameAs Klothoide.
- Euler_spiral sameAs Clotoide.
- Euler_spiral sameAs Klotoide.
- Euler_spiral sameAs Clothoïde.
- Euler_spiral sameAs Clotoide.
- Euler_spiral sameAs クロソイド曲線.
- Euler_spiral sameAs Clothoïde.
- Euler_spiral sameAs Klotoida.
- Euler_spiral sameAs Espiral_de_Cornu.
- Euler_spiral sameAs m.05fc9sj.
- Euler_spiral sameAs Q755003.
- Euler_spiral sameAs Q755003.
- Euler_spiral sameAs Euler_spiral.
- Euler_spiral wasDerivedFrom Euler_spiral?oldid=603358053.
- Euler_spiral depiction Euler_spiral.svg.
- Euler_spiral isPrimaryTopicOf Euler_spiral.