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Biarc

A biarc is a smooth curve formed from two circular arcs. In order to make the biarc smooth (G1 continuous), the two arcs should have the same tangent… 
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Related topics

Related topics

6 relations
ApproximationArc diagramBézier curveComputer graphics

Papers overview

Semantic Scholar uses AI to extract papers important to this topic.
2015
2015
Efficient offset trimming for deformable planar curves using a dynamic hierarchy of bounding circular arcs
2010
2010
Planar Biarc Curves – A Geometric View
A biarc consists of two circular arcs which are tangential where they meet. This paper presents a geometric view of piecewise… 
2009
2009
Applying inversion to construct rational spiral curves
2008
2008
G 1 interpolation with a single Cornu spiral segment
Cornu spiral segments are used in applications such as the geometric design of highways and railways, robot path planning, and… 
2003
2003
An approach for approximation of arbitrary conic by biarcs
An approach for approximation of planar arbitrary conic by biarcs was introduced. First, the basic knowledge of geometry was used… 
Highly Cited
2000
Highly Cited
2000
Smoothing STL files by Max‐Fit biarc curves for rapid prototyping
Presents a method of Max‐Fit biarc curve fitting technique to improve the accuracy of STL files and to reduce the file size for… 
2000
2000
Three dimensional biarc approximation of freeform surfaces for machining tool path generation
In typical methods for machining freeform surfaces, the machining tool paths are generated by approximating the surface curves… 
1999
1999
One-sided arc approximation of B-spline curves for interference-free offsetting
1999
1999
A note on approximation of discrete data by G1 arc splines
1993
1993
Smooth biarc curves
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