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imagickdraw.pathcurvetoquadraticbeziersmoothrelative(3) [php man page]

IMAGICKDRAW.PATHCURVETOQUADRATICBEZIERSMOOTHRELATIVE(3) 		 1		   IMAGICKDRAW.PATHCURVETOQUADRATICBEZIERSMOOTHRELATIVE(3)

ImagickDraw::pathCurveToQuadraticBezierSmoothRelative - Draws a quadratic Bezier curve

SYNOPSIS
bool ImagickDraw::pathCurveToQuadraticBezierSmoothRelative (float $x, float $y) DESCRIPTION
Warning This function is currently not documented; only its argument list is available. Draws a quadratic Bezier curve (using relative coordinates) from the current point to (x, y). The control point is assumed to be the reflection of the control point on the previous command relative to the current point. (If there is no previous command or if the previous command was not a DrawPathCurveToQuadraticBezierAbsolute, DrawPathCurveToQuadraticBezierRelative, DrawPathCurveToQuadraticBezierSmoothAbso- lut or DrawPathCurveToQuadraticBezierSmoothRelative, assume the control point is coincident with the current point). At the end of the com- mand, the new current point becomes the final (x, y) coordinate pair used in the polybezier. This function cannot be used to continue a cubic Bezier curve smoothly. It can only continue from a quadratic curve smoothly. PARAMETERS
o $x - ending x coordinate o $y - ending y coordinate RETURN VALUES
No value is returned. EXAMPLES
Example #1 ImagickDraw::pathCurveToQuadraticBezierSmoothRelative <?php $draw = new ImagickDraw(); $draw->setStrokeOpacity(1); $draw->setStrokeColor("black"); $draw->setFillColor("blue"); $draw->setStrokeWidth(2); $draw->setFontSize(72); $draw->pathStart(); $draw->pathMoveToAbsolute(50,250); // This specifies a quadratic bezier curve with the current position as the start // point, the control point is the first two params, and the end point is the last two params. $draw->pathCurveToQuadraticBezierAbsolute( 150,50, 250,250 ); // This specifies a quadratic bezier curve with the current position as the start // point, the control point is mirrored from the previous curves control point // and the end point is defined by the x, y values. $draw->pathCurveToQuadraticBezierSmoothAbsolute( 450,250 ); // This specifies a quadratic bezier curve with the current position as the start // point, the control point is mirrored from the previous curves control point // and the end point is defined relative from the current position by the x, y values. $draw->pathCurveToQuadraticBezierSmoothRelative( 200,-100 ); $draw->pathFinish(); $imagick = new Imagick(); $imagick->newImage(700, 500, $backgroundColor); $imagick->setImageFormat("png"); $imagick->drawImage($draw); header("Content-Type: image/png"); echo $imagick->getImageBlob(); ?> PHP Documentation Group IMAGICKDRAW.PATHCURVETOQUADRATICBEZIERSMOOTHRELATIVE(3)

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tkspline(3tk)				   Tk Spline - An additional smoothing method for canvas items				     tkspline(3tk)

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NAME
spline, - additional smoothing method for canvas items. SYNOPSIS
package require Tkspline ... .c create line ... -smooth spline ... .c create polygon ... -smooth spline ... _________________________________________________________________ INTRODUCTION
The new option value: -smooth spline provides an additional smoothing method to line and polygon canvas items. Spline smoothing will revert to the builtin smoothing method unless the number of points is 3n+1, where n is the number of spline segments. (Normally in polygons this means 3n points because the last point of the spline is understood to be the same as the first in order to close the polygon). In line and polygon items, the curves generated with the standard -smooth true option have the following properties: - the curve is always tangential to a straight line between consecutive points. - the curve is only guaranteed to intersect the first and last points of lines. - the curve is not guaranteed to intersect any points of polygons. With -smooth spline (and the right number of coordinates) the curves generated have the following different properties: - the curve is guaranteed to intersect the first point, and every third point after that. - each segment of the curve shares endpoints with the adjacent segments, but is otherwise independent of them. - the curve is guaranteed to be tangential to a line between n and n+1 at point n, and also to a line between n+2 and n+3 at point n+3. - the curve is not guaranteed to be smooth at the junctions between segments unless the shared point and the points either side of it are on a straight line. These alternative properties are useful to some path planning algorithms. CREDITS
The underlying Bezier code is in John Ousterhout's original canvas widget, this extension just provides an alternate interface to it. The hooks into the canvas are provided by Jan Nijtmans in his "dash" patch. KEYWORDS
spline, line, polygon, bezier, canvas, widget AUTHOR
John Ellson, ellson@graphviz.org Tk 8.0 tkspline(3tk)
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