polylinear creation problem by lines and arches

[fpaolelli]

I have to create a solid from a two-dimensional object composed of lines and arches. now to make the extruded object full I have to convert the set of lines and arches in polylinea but when I use the editpl command and then join but from the polylinea remain out the arches.
How can I do that?
Are there any other ways to create a solid filled by a set of 2d lines?
Thank you!

 

[PlannerRoad]

the answer has already been given here:
http://www.cad3d.it/forum1/showthread.php?t=16197No fare the domande stesse due volte...

 

[Ezio Olivato]

another possibility :saving in dxf r12 your profile and reopening it from the dxf. should turn all your profile into polylinee....after which you join and extrude should no longer give you trouble. but what version do you use?

 

[fpaolelli]

Sorry plannerroad I didn't remember I also had the doubt but checking my old post!
I then use 2009 but I don't understand why sometimes with the editpl command works and sometimes I don't want to understand if there is a logic in this or it's a program bug.

x plannerroad now try to use mpedit but what difference is there with the specific editpl?

 

[lattu]

an alternative method is to create a region by selecting all objects, but first you should check that they are actually all on the same plane (value z = 0).

 

[fpaolelli]

the objects are common, the problem is that I cannot create holy region.
However I do not understand sometimes the logic of autocad and why I have to have all problems to join the segments of a polylinea and get a unique one!

 

[PlannerRoad]

allega, if you can, just the profile so we can see where the problem is... .

 

[stefanobruno]

My partner happens regularly.
the problem is that he assumes that the bow he wants to join the rest of the lines, is actually with his final point in contact with the neighboring segments.
I, systematically, with my chair through the office, misappropriate his mouse, I mix the arch, I gate it and I remake it new by hooking it to the border lines.
as by magic polylinea materializes and he beats the hair saying: porcap.. I always do.

ps. : I do not exclude that there is a technical motivation to this fact but, between obstinate to have a program "perfect" and remake the arc for benign, I first yield and remake I am blessed segment (of other part the initial and final coordinates of an arc are subordinate to pi + cos + sen, which are all factors with infinite decimals and an approximation can also stand there)

Bye.