Grasshopper

algorithmic modeling for Rhino

peter fotiadis's Discussions (3,597)

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"Well The orthodox way to do "relaxed" ("vault" topology so to speak) conical combos…"

peter fotiadis replied Oct 28, 2016 to Brep point intersection

 1 Oct 28, 2016
Reply by peter fotiadis

"Anyway: Good news: see attached: 2 output modes available. Bad news: I'm out of ciga…"

peter fotiadis replied Oct 28, 2016 to isotrim (large)surface- getting a untrimmed surface in the end

 32 Nov 5, 2016
Reply by peter fotiadis

"Coordinates to Text > restart from node 0 (depth of answers is rather limited etc…"

peter fotiadis replied Oct 28, 2016 to isotrim (large)surface- getting a untrimmed surface in the end

 32 Nov 5, 2016
Reply by peter fotiadis

"Like this? "

peter fotiadis replied Oct 27, 2016 to isotrim (large)surface- getting a untrimmed surface in the end

 32 Nov 5, 2016
Reply by peter fotiadis

"BTW: Your trimmed thingy VS the BrepFace underlying surface (as used by the 1st C#). "

peter fotiadis replied Oct 26, 2016 to isotrim (large)surface- getting a untrimmed surface in the end

 32 Nov 5, 2016
Reply by peter fotiadis

"Rebuild > super curvy ?? Strange (pair of K4200's on duty +  the useless SLI "bri…"

peter fotiadis replied Oct 26, 2016 to isotrim (large)surface- getting a untrimmed surface in the end

 32 Nov 5, 2016
Reply by peter fotiadis

"On the other hand maybe a more elaborated approach could skin the cat better: 1. Cre…"

peter fotiadis replied Oct 26, 2016 to isotrim (large)surface- getting a untrimmed surface in the end

 32 Nov 5, 2016
Reply by peter fotiadis

"Well ... the mouse is one thing BUT the fact that I'm out of Ramon stuff (WHAT a dis…"

peter fotiadis replied Oct 25, 2016 to isotrim (large)surface- getting a untrimmed surface in the end

 32 Nov 5, 2016
Reply by peter fotiadis

"Indeed I was out in the wild lately (searching the Truth Out There > none found,…"

peter fotiadis replied Oct 25, 2016 to isotrim (large)surface- getting a untrimmed surface in the end

 32 Nov 5, 2016
Reply by peter fotiadis

"My Dear Watson: More is certainly more (like Godzilla) but ... well ... 500+K divisi…"

peter fotiadis replied Oct 25, 2016 to isotrim (large)surface- getting a untrimmed surface in the end

 32 Nov 5, 2016
Reply by peter fotiadis

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