Curvature Continuity - SOLIDWORKS Surfacing Tutorial - Zen & the Art of SOLIDWORKS Surfacing 01

Example files can be found here: dimontegroup.com/solidworks-wo...
Do rough surfaces have you on edge? Got a kink in your spline? Zen out and come to really understand how SOLIDWORKS surfacing works. Using unique advanced techniques, we demonstrate surface modeling workflows that allow you to quickly and easily create the most challenging shapes.
This series of video tutorials covers spline and curve best practices, geometric continuity and how to apply it, how to properly plan and layout complicated surface models, how to properly leverage each of the surface features and modeling strategies to surface the most challenging of shapes.

[@DeepakSelvarajR]

Really excited about a series that starts from the ground up. Looking forward to it!
'Each surface is entirely relaxed yet fully aware of what it's neighbors are doing.' - Well put!

[@DiMonteGroupInc]

Thanks - the next installment will be published in a couple of weeks

[@brianmckenzie1739]

At 30seconds, into the introduction, a left hand Hardinge lathe 😊

[@kandasamyrajan]

Thank you for the excellent explanation.

[@Dan-xb4pu]

yur the man, tks so much for sharing.

[@DiMonteGroupInc]

We're glad you have found our video helpful...stay tuned, there is more to come

[@liafdrah3920]

Thank you for doing this updated video; your old one was good but I was struggling trying to follow it with the newer version on Solidworks. EDIT: Where is part 2?

[@DiMonteGroupInc]

There are 12 - 13 segments to Zen & the Art of SOLIDWORKS Surfacing and we will be making the next installment available later in the month. For the complete presentation, you can visit our web site and download it from the News & Resources section of the site.

[@liafdrah3920]

@@DiMonteGroupInc Thank you Andrew I appreciate the content...signed Appreciative Mechanical Design Engineer

[@codychapman9702]

What does the "G" mean in the naming scheme?

[@DiMonteGroupInc]

G means geometric (vector) continuity, as opposed to C0 C1 C2 etc. which refers to parametric (derivative) continuity. Here is a good technical explanation: en.wikipedia.org/wiki/Non-uniform_rational_B-spline#Use