This Demonstration shows how the arcs of a circle can be approximated with 1-4 Bézier curves. Each Bézier curve has four blue control points (two on the arc and two off the arc) with the red arrows pointing from each control point on the arc to the next control point off the arc. The four control points of the Bézier curve can be connected by three red line segments, the midpoints of which can be connected by two additional green line segments; the midpoints of the green line segments can then be connected by one additional blue line segment, which is tangent to the arc at its midpointComponente Curricular::Educação Superior::Ciências Exatas e da Terra::Matemátic
One way of graphing a curve in the plane or in space is to use a parametrization X(t) = (x(t), yet))...
AbstractWhen a smooth curve is used to describe the path of a computer-controlled cutting machine, t...
AbstractA planar cubic Bézier curve that is a spiral, i.e., its curvature varies monotonically, does...
AbstractThe paths of cutting tools used in a computer-aided manufacturing environment are usually de...
ideas of Pierre Bézier, shape of a curve, anchor points, movable pointsThis Demonstration shows the ...
ideas of Pierre Bézier, shape of a curve, anchor points, movable pointsThis Demonstration shows the ...
We present a trigonometric scheme to approximate a circular arc with its two end points and two end ...
The quartic H-Bézier curve is used for the approximation of circular arcs. It has five control poin...
AbstractFor the circular arc of angle 0<α<π we present the explicit form of the best GC3 quartic app...
AbstractA planar cubic Bézier curve that is a spiral, i.e., its curvature varies monotonically, does...
This Demonstration is designed to introduce calculus students to the idea of a limit. Adding the len...
This Demonstration is designed to introduce calculus students to the idea of a limit. Adding the len...
As r changes from 1 to 3 a sequence of linear interpolations shows how to construct a point on the c...
As r changes from 1 to 3 a sequence of linear interpolations shows how to construct a point on the c...
AbstractThe paths of cutting tools used in a computer-aided manufacturing environment are usually de...
One way of graphing a curve in the plane or in space is to use a parametrization X(t) = (x(t), yet))...
AbstractWhen a smooth curve is used to describe the path of a computer-controlled cutting machine, t...
AbstractA planar cubic Bézier curve that is a spiral, i.e., its curvature varies monotonically, does...
AbstractThe paths of cutting tools used in a computer-aided manufacturing environment are usually de...
ideas of Pierre Bézier, shape of a curve, anchor points, movable pointsThis Demonstration shows the ...
ideas of Pierre Bézier, shape of a curve, anchor points, movable pointsThis Demonstration shows the ...
We present a trigonometric scheme to approximate a circular arc with its two end points and two end ...
The quartic H-Bézier curve is used for the approximation of circular arcs. It has five control poin...
AbstractFor the circular arc of angle 0<α<π we present the explicit form of the best GC3 quartic app...
AbstractA planar cubic Bézier curve that is a spiral, i.e., its curvature varies monotonically, does...
This Demonstration is designed to introduce calculus students to the idea of a limit. Adding the len...
This Demonstration is designed to introduce calculus students to the idea of a limit. Adding the len...
As r changes from 1 to 3 a sequence of linear interpolations shows how to construct a point on the c...
As r changes from 1 to 3 a sequence of linear interpolations shows how to construct a point on the c...
AbstractThe paths of cutting tools used in a computer-aided manufacturing environment are usually de...
One way of graphing a curve in the plane or in space is to use a parametrization X(t) = (x(t), yet))...
AbstractWhen a smooth curve is used to describe the path of a computer-controlled cutting machine, t...
AbstractA planar cubic Bézier curve that is a spiral, i.e., its curvature varies monotonically, does...