Circle.st
author claus
Thu, 10 Aug 1995 15:19:05 +0200
changeset 84 d401ce0001dc
parent 78 1be30ee4b5cc
child 85 df13b436b54e
permissions -rw-r--r--
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Geometric subclass: #Circle
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	instanceVariableNames: 'center radius'
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	classVariableNames: ''
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	poolDictionaries: ''
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	category: 'Graphics-Geometry'
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!
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!Circle class methodsFor: 'documentation'!
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copyright
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"
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 COPYRIGHT (c) 1995 by Claus Gittinger
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	      All Rights Reserved
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 This software is furnished under a license and may be used
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 only in accordance with the terms of that license and with the
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 inclusion of the above copyright notice.   This software may not
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 be provided or otherwise made available to, or used by, any
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 other person.  No title to or ownership of the software is
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 hereby transferred.
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"
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!
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version
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"
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$Header: /cvs/stx/stx/libbasic2/Circle.st,v 1.2 1995-08-10 13:17:43 claus Exp $
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$Revision: 1.2 $
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"
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!
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documentation
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"
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     This class implements a circles which are defined by a radius and
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     a centerpoint.
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"
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! !
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!Circle class methodsFor:'instance creation'!
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center:centerPoint radius:radius
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    "Return a new Circle."
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    | aCircle |
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    ^ self new center:centerPoint radius:radius
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! !
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!Circle methodsFor:'converting'!
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asEllipticalArc
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    ^  EllipticalArc center:center radius:radius 
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! !
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!Circle methodsFor:'displaying'!
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displayStrokedOn:aGC
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    aGC displayArcX:boundingBox left
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		  y:boundingBox top
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	      width:boundingBox width
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	     height:boundingBox height
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	       from:0 
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		 to:360
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!
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displayFilledOn:aGC
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    aGC fillArcX:boundingBox left
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	       y:boundingBox top
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	   width:boundingBox width
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	  height:boundingBox height
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	    from:0 
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	      to:360
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! !
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!Circle methodsFor:'accessing'!
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center:centerPoint radius:radiusNumber
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    "set the center and radius"
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    center := centerPoint.
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    radius := radiusNumber
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!
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center 
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    "return the center."
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    ^ center
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! 
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radius 
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    "return the radius."
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    ^ radius
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! 
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startAngle
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    "return the startAngle.
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     For circles, this is arbitrary; for compatibility with arcs."
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    ^ 0
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! 
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sweepAngle
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    "return the sweepAngle.
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     For circles, this is always 360 degrees; for compatibility with arcs."
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    ^ 360
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! !
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