How to remove interior edges of a selected polygon group while keeping borders intact in 3dsMax? I can do it by a single command in Modo but couldn't find any tools or scripts that does it in 3dsMax.
Nope, that'll remove the border too. You would have to deselect the outer edges first.
Why would it? Select the planar set of faces (for example with By Angle active), CTRL+SHIFT+click the edge subobject icon to select all the edges shared by the faces except for borders, CTRL+Backspace remove them.
Nope, that'll remove the border too. You would have to deselect the outer edges first.
Why would it? Select the planar set of faces (for example with By Angle active), CTRL+SHIFT+click the edge subobject icon to select all the edges shared by the faces except for borders, CTRL+Backspace remove them.
yup, this worked. The key is select edge subobject with CTRL+SHIFT button. CTRL button alone deletes entire selection including other polys connected to vertices of the initially selected edges. Thanks.
okay it seems CTRL+SHIFT edge subobject selection doesn't yield desired result for planes which is majority of the cases I intend to use. Is there any other workarounds or do I have to live with it? Not a big deal but still.
Should work if you press just Backspace (so as to not remove the border verts) instead of CTRL+Backspace. Or with all the edges selected, switch to border mode, deselect everything. Or select border, invert edge selection.
No worries, sometimes brain just won't cooperate Btw. apart from CTRL+SHIFT clicking another subobject mode to convert one selection to another, borders excluded, there's also CTRL+clicking (select all the edges/verts/etc. used by the selection) and SHIFT+clicking (select just the border).
Not sure here because I can't test it currently, but there should be some leftover vertices on the crossings where the edges have been.
Not the case, this is not editable mesh where invisible edges permit this behavior, vertices in editable poly can exist only a) when there's at least two edges connected to them, b) as isolated verts where nothing at all is connected to them.
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Not sure, but I guess it doesn't hurt to double check. Will delete my post / edit if it turns out to be false.