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    <title>topic Re: length of CircularArc3d in .NET Forum</title>
    <link>https://forums.autodesk.com/t5/net-forum/length-of-circulararc3d/m-p/3261694#M57997</link>
    <description>&lt;P&gt;Hi,&lt;/P&gt;&lt;P&gt;&amp;nbsp;&lt;/P&gt;&lt;P&gt;haven't tried it also, I think "parameter" will be used in the same way like for curves, parameter 0 means startpoint, the higher the parameter (up to EndParameter) the higher the distance on the curve. Look for the Curve-Parameters &lt;A target="_self" href="http://docs.autodesk.com/ACDMAC/2011/ENU/ObjectARX%20Reference/index.html?frmname=topic&amp;amp;frmfile=AcDbCurve__getDistAtParam@double@double_@const.html"&gt;&amp;gt;&amp;gt;&amp;gt;here&amp;lt;&amp;lt;&amp;lt;&lt;/A&gt;&lt;/P&gt;&lt;P&gt;&amp;nbsp;&lt;/P&gt;&lt;P&gt;- alfred -&lt;/P&gt;</description>
    <pubDate>Tue, 13 Dec 2011 21:36:26 GMT</pubDate>
    <dc:creator>Alfred.NESWADBA</dc:creator>
    <dc:date>2011-12-13T21:36:26Z</dc:date>
    <item>
      <title>length of CircularArc3d</title>
      <link>https://forums.autodesk.com/t5/net-forum/length-of-circulararc3d/m-p/3261418#M57994</link>
      <description>&lt;P&gt;Does someone know how to get the length from CircularArc3d?&lt;/P&gt;&lt;P&gt;&amp;nbsp;&lt;/P&gt;&lt;P&gt;Thanks,&lt;/P&gt;&lt;P&gt;Frank&lt;/P&gt;</description>
      <pubDate>Tue, 13 Dec 2011 18:58:16 GMT</pubDate>
      <guid>https://forums.autodesk.com/t5/net-forum/length-of-circulararc3d/m-p/3261418#M57994</guid>
      <dc:creator>Anonymous</dc:creator>
      <dc:date>2011-12-13T18:58:16Z</dc:date>
    </item>
    <item>
      <title>Re: length of CircularArc3d</title>
      <link>https://forums.autodesk.com/t5/net-forum/length-of-circulararc3d/m-p/3261588#M57995</link>
      <description>&lt;P&gt;Hi,&lt;/P&gt;&lt;P&gt;&amp;nbsp;&lt;/P&gt;&lt;P&gt;is .GetLength the function you are searching for?&lt;/P&gt;&lt;P&gt;&amp;nbsp;&lt;/P&gt;&lt;P&gt;&lt;IMG 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" alt="" border="0" /&gt;&lt;/P&gt;&lt;P&gt;&amp;nbsp;&lt;/P&gt;&lt;P&gt;- alfred -&lt;/P&gt;</description>
      <pubDate>Tue, 13 Dec 2011 20:42:26 GMT</pubDate>
      <guid>https://forums.autodesk.com/t5/net-forum/length-of-circulararc3d/m-p/3261588#M57995</guid>
      <dc:creator>Alfred.NESWADBA</dc:creator>
      <dc:date>2011-12-13T20:42:26Z</dc:date>
    </item>
    <item>
      <title>Re: length of CircularArc3d</title>
      <link>https://forums.autodesk.com/t5/net-forum/length-of-circulararc3d/m-p/3261616#M57996</link>
      <description>&lt;P&gt;Hi Alfred,&lt;/P&gt;&lt;P&gt;&amp;nbsp;&lt;/P&gt;&lt;P&gt;I did find the .GetLength function but have no clue how to use it. What kind of values do I have to use for fromParameter and toParameter.&lt;/P&gt;&lt;P&gt;&amp;nbsp;&lt;/P&gt;&lt;P&gt;Frank&lt;/P&gt;</description>
      <pubDate>Tue, 13 Dec 2011 20:57:36 GMT</pubDate>
      <guid>https://forums.autodesk.com/t5/net-forum/length-of-circulararc3d/m-p/3261616#M57996</guid>
      <dc:creator>Anonymous</dc:creator>
      <dc:date>2011-12-13T20:57:36Z</dc:date>
    </item>
    <item>
      <title>Re: length of CircularArc3d</title>
      <link>https://forums.autodesk.com/t5/net-forum/length-of-circulararc3d/m-p/3261694#M57997</link>
      <description>&lt;P&gt;Hi,&lt;/P&gt;&lt;P&gt;&amp;nbsp;&lt;/P&gt;&lt;P&gt;haven't tried it also, I think "parameter" will be used in the same way like for curves, parameter 0 means startpoint, the higher the parameter (up to EndParameter) the higher the distance on the curve. Look for the Curve-Parameters &lt;A target="_self" href="http://docs.autodesk.com/ACDMAC/2011/ENU/ObjectARX%20Reference/index.html?frmname=topic&amp;amp;frmfile=AcDbCurve__getDistAtParam@double@double_@const.html"&gt;&amp;gt;&amp;gt;&amp;gt;here&amp;lt;&amp;lt;&amp;lt;&lt;/A&gt;&lt;/P&gt;&lt;P&gt;&amp;nbsp;&lt;/P&gt;&lt;P&gt;- alfred -&lt;/P&gt;</description>
      <pubDate>Tue, 13 Dec 2011 21:36:26 GMT</pubDate>
      <guid>https://forums.autodesk.com/t5/net-forum/length-of-circulararc3d/m-p/3261694#M57997</guid>
      <dc:creator>Alfred.NESWADBA</dc:creator>
      <dc:date>2011-12-13T21:36:26Z</dc:date>
    </item>
    <item>
      <title>Re: length of CircularArc3d</title>
      <link>https://forums.autodesk.com/t5/net-forum/length-of-circulararc3d/m-p/3262836#M57998</link>
      <description>&lt;P&gt;Hi Alfred,&lt;/P&gt;&lt;P&gt;&amp;nbsp;&lt;/P&gt;&lt;P&gt;Thanks very much for this sugestion.&lt;/P&gt;&lt;P&gt;&amp;nbsp;&lt;/P&gt;&lt;P&gt;Here is the solution&lt;/P&gt;&lt;PRE&gt;For i As Integer = 0 To myLwPolyline.NumberOfVertices - 1
   Dim segType As SegmentType = myLwPolyline.GetSegmentType(i)
   If segType = SegmentType.Arc Then
      Dim myArc As Autodesk.AutoCAD.Geometry.CircularArc3d = myLwPolyline.GetArcSegmentAt(i)
      myLength = myArc.GetLength(myArc.GetParameterOf(myArc.StartPoint), myArc.GetParameterOf(myArc.EndPoint), 0)
      myRadius = myArc.Radius
   End If
Next&lt;/PRE&gt;&lt;P&gt;&amp;nbsp;&lt;/P&gt;&lt;P&gt;Frank&lt;/P&gt;&lt;P&gt;&amp;nbsp;&lt;/P&gt;</description>
      <pubDate>Wed, 14 Dec 2011 17:43:14 GMT</pubDate>
      <guid>https://forums.autodesk.com/t5/net-forum/length-of-circulararc3d/m-p/3262836#M57998</guid>
      <dc:creator>Anonymous</dc:creator>
      <dc:date>2011-12-14T17:43:14Z</dc:date>
    </item>
    <item>
      <title>Re: length of CircularArc3d</title>
      <link>https://forums.autodesk.com/t5/net-forum/length-of-circulararc3d/m-p/3262898#M57999</link>
      <description>&lt;P&gt;Hi,&lt;/P&gt;&lt;P&gt;&amp;nbsp;&lt;/P&gt;&lt;P&gt;great that it helped you &lt;span class="lia-unicode-emoji" title=":winking_face:"&gt;😉&lt;/span&gt;&lt;/P&gt;&lt;P&gt;&amp;nbsp;&lt;/P&gt;&lt;P&gt;Let me take one line (part of line) out of your code:&lt;/P&gt;&lt;P&gt;&lt;FONT color="#666699" face="lucida sans unicode,lucida sans"&gt;myArc.GetParameterOf(myArc.EndPoint)&lt;/FONT&gt;&lt;/P&gt;&lt;P&gt;You use this statement to get the parameter at the endpoint of the arc, that's clear as long as the arc is not closed! If it's closed it returns 0 because of startpoint = endpoint! So be careful &lt;span class="lia-unicode-emoji" title=":winking_face:"&gt;😉&lt;/span&gt;&lt;/P&gt;&lt;P&gt;&amp;nbsp;&lt;/P&gt;&lt;P&gt;- alfred -&lt;/P&gt;</description>
      <pubDate>Wed, 14 Dec 2011 18:17:38 GMT</pubDate>
      <guid>https://forums.autodesk.com/t5/net-forum/length-of-circulararc3d/m-p/3262898#M57999</guid>
      <dc:creator>Alfred.NESWADBA</dc:creator>
      <dc:date>2011-12-14T18:17:38Z</dc:date>
    </item>
    <item>
      <title>Re: length of CircularArc3d</title>
      <link>https://forums.autodesk.com/t5/net-forum/length-of-circulararc3d/m-p/3262936#M58000</link>
      <description>&lt;P&gt;Ah, thanks for the warning.&lt;/P&gt;&lt;P&gt;I think&lt;SPAN&gt;&amp;nbsp;&lt;/SPAN&gt;there is no risk when the arcs are part of a polyline (like in&amp;nbsp;my example). Am I correct?&lt;/P&gt;&lt;P&gt;&amp;nbsp;&lt;/P&gt;&lt;P&gt;Frank&lt;/P&gt;</description>
      <pubDate>Wed, 14 Dec 2011 18:42:39 GMT</pubDate>
      <guid>https://forums.autodesk.com/t5/net-forum/length-of-circulararc3d/m-p/3262936#M58000</guid>
      <dc:creator>Anonymous</dc:creator>
      <dc:date>2011-12-14T18:42:39Z</dc:date>
    </item>
    <item>
      <title>Re: length of CircularArc3d</title>
      <link>https://forums.autodesk.com/t5/net-forum/length-of-circulararc3d/m-p/3262978#M58001</link>
      <description>&lt;P&gt;Hi,&lt;/P&gt;&lt;P&gt;&amp;nbsp;&lt;/P&gt;&lt;P&gt;&lt;EM&gt;&lt;FONT color="#666699"&gt;&amp;gt;&amp;gt; I think&amp;nbsp;there is no risk when the arcs are part of a polyline&lt;/FONT&gt;&lt;/EM&gt;&lt;/P&gt;&lt;P&gt;Don't know your drawings &lt;span class="lia-unicode-emoji" title=":winking_face:"&gt;😉&lt;/span&gt; But yes, it seems to be not much risk, however I'm not used to work with probability in my applications &lt;span class="lia-unicode-emoji" title=":winking_face:"&gt;😉&lt;/span&gt;&lt;/P&gt;&lt;P&gt;One question to what you are doing: If you already have a AcDbPoly...objects, why do you convert it to AcGe-objects, because AcDbPoly...objects are derived from AcDbCurve and has similar functions/properties like the AcGe....&lt;/P&gt;&lt;P&gt;I don't know what you are working on, but if I already have a polyline I try to avoid to create an AcGe....object from it.&lt;/P&gt;&lt;P&gt;&amp;nbsp;&lt;/P&gt;&lt;P&gt;- alfred -&lt;/P&gt;</description>
      <pubDate>Wed, 14 Dec 2011 19:05:28 GMT</pubDate>
      <guid>https://forums.autodesk.com/t5/net-forum/length-of-circulararc3d/m-p/3262978#M58001</guid>
      <dc:creator>Alfred.NESWADBA</dc:creator>
      <dc:date>2011-12-14T19:05:28Z</dc:date>
    </item>
    <item>
      <title>Re: length of CircularArc3d</title>
      <link>https://forums.autodesk.com/t5/net-forum/length-of-circulararc3d/m-p/3263042#M58002</link>
      <description>&lt;P&gt;Hi,&lt;/P&gt;&lt;P&gt;&amp;nbsp;&lt;/P&gt;&lt;P&gt;You are right. To be sure I put in a check.&lt;/P&gt;&lt;P&gt;&lt;BR /&gt;It's for calculating quantaties. I am a civil engineer designing roads. I use polylines for the curblines. In principle curblines are made out of straights and curves. I loop through the vertices of the polyline to find the curves.&amp;nbsp;I use the function to obtain the lenght and radius of curves which&amp;nbsp;tell me how many curb elements with a certain radius&amp;nbsp;I need.&amp;nbsp;&lt;/P&gt;&lt;P&gt;&amp;nbsp;&lt;/P&gt;&lt;P&gt;Thanks again for the help.&lt;/P&gt;&lt;P&gt;&amp;nbsp;&lt;/P&gt;&lt;P&gt;&lt;SPAN&gt;Frank&lt;/SPAN&gt;&lt;/P&gt;</description>
      <pubDate>Wed, 14 Dec 2011 19:35:54 GMT</pubDate>
      <guid>https://forums.autodesk.com/t5/net-forum/length-of-circulararc3d/m-p/3263042#M58002</guid>
      <dc:creator>Anonymous</dc:creator>
      <dc:date>2011-12-14T19:35:54Z</dc:date>
    </item>
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