[Plugin] TrueTangents v3.0
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@tig said:
If you really need these tools then you'll already understand what they do... otherwise don't bother installing the toolset...
ha!.. a decent way to put it
(sorry about my missing imgs in the thread.. I used to upload and display via mobile me then apple just wiped the whole thing out... meh.. I upload directly to scf nowadays)
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Thanks TIG! I don't think I've ever seen such thorough explanations of plugin functionality. Much appreciated.
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I believe that make that
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Hi TIG. I installed TrueTangents via latest SketchUcation Plugin Store. It works, but why are the tool-tips displayed in the Ruby console and not in the status bar?
Latest SU Pro, Win 7 64 bit latest.
Thanks.
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@dedmin said:
Hi TIG. I installed TrueTangents via latest SketchUcation Plugin Store. It works, but why are the tool-tips displayed in the Ruby console and not in the status bar?
Latest SU Pro, Win 7 64 bit latest.
Thanks.[attachment=0:ahmfglq7]<!-- ia0 -->Capture-2.jpg<!-- ia0 -->[/attachment:ahmfglq7]
This toolset was originally designed to run from the Ruby Console, or from within other methods - so the tools' guidance/errors go into the Ruby Console, rather than the status-bar or an error message-box...
It's the same in all SketchUp versions - it's not v2014 specific.
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@tig said:
@dedmin said:
Hi TIG. I installed TrueTangents via latest SketchUcation Plugin Store. It works, but why are the tool-tips displayed in the Ruby console and not in the status bar?
Latest SU Pro, Win 7 64 bit latest.
Thanks.[attachment=0:2c4kpk1c]<!-- ia0 -->Capture-2.jpg<!-- ia0 -->[/attachment:2c4kpk1c]
This toolset was originally designed to run from the Ruby Console, or from within other methods - so the tools' guidance/errors go into the Ruby Console, rather than the status-bar or an error message-box...
It's the same in all SketchUp versions - it's not v2014 specific.
I see.
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Does the True Tangent plugin work in SU2017?
Bob
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Is it possible to draw an arc tangent to two others?
Thank you very much -
Do you mean a common-tangent to three arcs ?
It will be possible in some 'special' cases, but then you can contrive three arcs which can never all share a common-tangent...
Please give a clear example...
Or explain your question more clearly... -
I mean to draw an arc tangent to two circles.
Like in the image.
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In the previous drawing the circles O1 and O2 are known
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Sorry, very grateful for your attention!
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It would also be interesting if it allows solving situations like this:
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