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Enhance Curve objects to allow for non-monotone increasing ordinate
Curve objects in VisIt are represented as a 1D rectilinear mesh. This is so we can support operators on Curves. However, LLNL/Engineering/GrizIt users will need to be able to construct curve objects that are a sequence of points joined by lines (think of a 2D circle for example). One way to handle such curves in current VisIt infrastructure is to use 2, 1D rectilinear mesh objects, one for the X and one for the Y both as a function of a parametric variable, u, which ranges from 0...npts-1. I believe all of VisIt's operators could be posed upon such a new style of curve object and might even offer some interesting flexibility not previously possible on operating upon curves. We should explore this.
-----------------------REDMINE MIGRATION----------------------- This ticket was migrated from Redmine. As such, not all information was able to be captured in the transition. Below is a complete record of the original redmine ticket.
Ticket number: 2759 Status: Pending Project: VisIt Tracker: Feature Priority: Urgent Subject: Enhance Curve objects to allow for non-monotone increasing ordinate Assigned to: - Category: - Target version: 3.0 Author: Mark Miller Start: 02/09/2017 Due date: % Done: 0% Estimated time: Created: 02/09/2017 04:17 pm Updated: 10/17/2017 07:48 pm Likelihood: Severity: Found in version: 2.12.1 Impact: 3 - Medium Expected Use: 3 - Occasional OS: All Support Group: GrizIt Description: Curve objects in VisIt are represented as a 1D rectilinear mesh. This is so we can support operators on Curves. However, LLNL/Engineering/GrizIt users will need to be able to construct curve objects that are a sequence of points joined by lines (think of a 2D circle for example). One way to handle such curves in current VisIt infrastructure is to use 2, 1D rectilinear mesh objects, one for the X and one for the Y both as a function of a parametric variable, u, which ranges from 0...npts-1. I believe all of VisIt's operators could be posed upon such a new style of curve object and might even offer some interesting flexibility not previously possible on operating upon curves. We should explore this.
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