Creates an envelope around a set of plotted points. The envelope is compact with a boundary that is continuous, smooth and convex. Each point is represented as a circle and the circles and connecting lines are the solution to the multiple pulley problem. This method can be used to highlight regions in a two-dimensional space.
|Date of publication||2013-04-05 18:25:16|
|Maintainer||Elliot Noma <email@example.com>|
arcAngle: The counterclockwise arc of two points relative to a third
centersLineSegmentIntersections: Determine if a line intersects one or more line segments
createCircle: A set of points defining a circle or an arc
drawArc: Compute the points on an arc starting with the coordinates of...
envelopeArea_and_Perimeter: Calculate the area and perimeter of the envelope
findExteriorTangents: Determine the set of tangents to a pair of circles that do...
generateEnvelope: Generate an minimum-perimeter envelope that surrounds a set...
PlotRegionHighlighter-package: Creates an envelope that surrounds a set of points plotted in...
tangentLine: Compute the coefficients for the line tangent to two circles