Offset curves are one of the crucial curves, but the presenceof square root function in the representation is main hindrance towardstheir applications in CAD/CAM. The presented technique is based on offsetapproximation using rational trigonometric B´ezier curves. The idea isto construct a new control polygon parallel to original one. The two endpoints of the offset control polygon have been taken as exact offset endpoints, while the middle control points and weights have been computedusing definition of parallel curves. As a result, offsets of rational and nonrationaltrigonometric B´ezier curves have been approximated by rationalcubic trigonometric B´ezier curve. An error between exact and approximatedoffset curves have al...
The cubic trigonometric basis functions are constructed by including two exponential functions with ...
The one-sided offset surface Fd of a given surface F is, roughly speaking, obtained by shifting the ...
The objective of this survey is the direct passage from a Bézier complex curve of high degree to a s...
In this paper, a new method for the approximation of offset curves is presented using the idea of th...
In this paper, a new method for the approximation of offset curves is presented using the idea of th...
Offset curves arise in a variety of industrial applications such as robot’s path planning and numeri...
A new algorithm is proposed for polynomial or rational approximation of the planar offset curve. The...
给出平面offset曲线的Bezier逼近算法,并进行误差分析.In this paper, we present a Bezier Approximation algorithm for plana...
AbstractIn this paper, we present an exact error analysis for circle approximation by Bézier curve. ...
We present a trigonometric scheme to approximate a circular arc with its two end points and two end ...
It is frequently important to approximate a rational Bézier curve by an integral, i.e., polynomial ...
AbstractA scheme for error-boundedG1conic approximation of offsets to conic Bézier segments is prese...
Presented algorithm solves the problem of finding intersection between a ray and an offset of ration...
The length of a given rational B'ezier curve is efficiently estimated. Since a rational B'ezier fun...
Computation of offset curves is an operation critical to many computer-aided design and manufacturin...
The cubic trigonometric basis functions are constructed by including two exponential functions with ...
The one-sided offset surface Fd of a given surface F is, roughly speaking, obtained by shifting the ...
The objective of this survey is the direct passage from a Bézier complex curve of high degree to a s...
In this paper, a new method for the approximation of offset curves is presented using the idea of th...
In this paper, a new method for the approximation of offset curves is presented using the idea of th...
Offset curves arise in a variety of industrial applications such as robot’s path planning and numeri...
A new algorithm is proposed for polynomial or rational approximation of the planar offset curve. The...
给出平面offset曲线的Bezier逼近算法,并进行误差分析.In this paper, we present a Bezier Approximation algorithm for plana...
AbstractIn this paper, we present an exact error analysis for circle approximation by Bézier curve. ...
We present a trigonometric scheme to approximate a circular arc with its two end points and two end ...
It is frequently important to approximate a rational Bézier curve by an integral, i.e., polynomial ...
AbstractA scheme for error-boundedG1conic approximation of offsets to conic Bézier segments is prese...
Presented algorithm solves the problem of finding intersection between a ray and an offset of ration...
The length of a given rational B'ezier curve is efficiently estimated. Since a rational B'ezier fun...
Computation of offset curves is an operation critical to many computer-aided design and manufacturin...
The cubic trigonometric basis functions are constructed by including two exponential functions with ...
The one-sided offset surface Fd of a given surface F is, roughly speaking, obtained by shifting the ...
The objective of this survey is the direct passage from a Bézier complex curve of high degree to a s...