> Once you have a model, the problem you need to solve is how to make a model with no undercuts. Undercuts will make it impossible to remove the 3D printed positive Is there a mathematical term for solids with this property? It reminds me of the vertical line test, but in 3D. https://en.wikipedia.org/wiki/Vertical_line_test
Casting Glass from 3D Printed Molds
21–26 of 26 posts
Re: Casting Glass from 3D Printed Molds
#22> Once you have a model, the problem you need to solve is how to make a model with no undercuts. Undercuts will make it impossible to remove the 3D printed positive Is there a mathematical term for solids with this property? It reminds me of the vertical line test, but in 3D. https://en.wikipedia.org/wiki/Vertical_line_test
Re: Casting Glass from 3D Printed Molds
#23> Once you have a model, the problem you need to solve is how to make a model with no undercuts. Undercuts will make it impossible to remove the 3D printed positive Is there a mathematical term for solids with this property? It reminds me of the vertical line test, but in 3D. https://en.wikipedia.org/wiki/Vertical_line_test
Convex perhaps?
Re: Casting Glass from 3D Printed Molds
#24https://mtyka.github.io/art/2016/12/11/lostpla-casting-glass...
Re: Casting Glass from 3D Printed Molds
#25> Once you have a model, the problem you need to solve is how to make a model with no undercuts. Undercuts will make it impossible to remove the 3D printed positive Is there a mathematical term for solids with this property? It reminds me of the vertical line test, but in 3D. https://en.wikipedia.org/wiki/Vertical_line_test
Re: Casting Glass from 3D Printed Molds
#26> Once you have a model, the problem you need to solve is how to make a model with no undercuts. Undercuts will make it impossible to remove the 3D printed positive Is there a mathematical term for solids with this property? It reminds me of the vertical line test, but in 3D. https://en.wikipedia.org/wiki/Vertical_line_test