AbstractWhen a smooth curve is used to describe the path of a computer-controlled cutting machine, the path is usually approximated by many straight line segments. It is preferable to describe the cutting path as an arc spline, a tangent continuous piecewise curve made of circular arcs and straight line segments. This paper presents an algorithm for finding an arbitrarily close arc spline approximation of a smooth curve
This Demonstration shows how the arcs of a circle can be approximated with 1-4 Bézier curves. Each B...
The aim of this paper is to present a new method of approximation of planar data set using only arcs...
Abstract. We show that the complexity of a parabolic or conic spline approx-imating a sufficiently s...
AbstractWhen a smooth curve is used to describe the path of a computer-controlled cutting machine, t...
AbstractThe paths of cutting tools used in a computer-aided manufacturing environment are usually de...
This paper introduces a special arc spline called an Euler arc spline as the basic form for visually...
Developable surfaces are of considerable importance to many industry applications, e.g. sheet metal ...
This paper considers how to smooth three kinds of G 1 biarc models, the C-, S-, and J...
AbstractA planar cubic Bézier curve that is a spiral, i.e., its curvature varies monotonically, does...
We present an algorithm for approximating a given open polygonal curve with a minimum number of circ...
AbstractThe clothoid is a spiral used in highway and railway route design. Clothoids are transcenden...
AbstractA biarc is a one-parameter family of G1 curves that can satisfy G1 Hermite data at two point...
We show that the complexity of a parabolic or conic spline approximating a sufficiently smooth curve...
The paper presents the method of approximating curves with a single segment of the B-Spline and Bézi...
[[abstract]]The approximation of a curve of an arbitrary shape by a sequence of line-segments and ci...
This Demonstration shows how the arcs of a circle can be approximated with 1-4 Bézier curves. Each B...
The aim of this paper is to present a new method of approximation of planar data set using only arcs...
Abstract. We show that the complexity of a parabolic or conic spline approx-imating a sufficiently s...
AbstractWhen a smooth curve is used to describe the path of a computer-controlled cutting machine, t...
AbstractThe paths of cutting tools used in a computer-aided manufacturing environment are usually de...
This paper introduces a special arc spline called an Euler arc spline as the basic form for visually...
Developable surfaces are of considerable importance to many industry applications, e.g. sheet metal ...
This paper considers how to smooth three kinds of G 1 biarc models, the C-, S-, and J...
AbstractA planar cubic Bézier curve that is a spiral, i.e., its curvature varies monotonically, does...
We present an algorithm for approximating a given open polygonal curve with a minimum number of circ...
AbstractThe clothoid is a spiral used in highway and railway route design. Clothoids are transcenden...
AbstractA biarc is a one-parameter family of G1 curves that can satisfy G1 Hermite data at two point...
We show that the complexity of a parabolic or conic spline approximating a sufficiently smooth curve...
The paper presents the method of approximating curves with a single segment of the B-Spline and Bézi...
[[abstract]]The approximation of a curve of an arbitrary shape by a sequence of line-segments and ci...
This Demonstration shows how the arcs of a circle can be approximated with 1-4 Bézier curves. Each B...
The aim of this paper is to present a new method of approximation of planar data set using only arcs...
Abstract. We show that the complexity of a parabolic or conic spline approx-imating a sufficiently s...
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