Parametric animation of SubD objects is a powerful technique for creating complex organic motions in Rhino. In this tutorial, we'll explore a workflow for animating a SubD plane using Vray Next for Grasshopper.
Overview of SubD Animation
The goal is to take a simple SubD plane and animate the vertices to create an organic, flowing motion. We'll use Grasshopper to control the vertex positions parametrically.
The key steps are:
Modeling the SubD Plane
We start in Rhino by modeling a basic SubD plane. After inserting some edge loops, we adjust the vertices to create a wavy profile.
Next, we duplicate the plane and rotate it 90 degrees to create our animation target.
Animating Vertices in Grasshopper
In Grasshopper, we convert the SubD to a mesh and deconstruct it to get a list of vertices.
We identify the key vertices that will control the SubD animation, and store them in a list. The Move component is used to animate their positions over time.
The mesh is then reconstructed using the animated vertices. We can convert this back to a SubD plane for smooth rendering.
Setting Up Vray Rendering
With the parametric animation working, we set up a Vray renderer.
The animated SubD mesh and a background surface are added as Vray geometries. A simple dome light provides illumination.
The Rhino viewport camera is captured to view the animation. A timeline component controls the frame output.
Rendering the Animation
With everything linked up, we can scrub the timeline to preview the SubD animation. The key vertices deform the mesh in an organic waving motion.
Finally, we can render out the animation to image sequences using the Vray frame buffer. The rendered loops show the smooth SubD forms animated parametrically.
Key Takeaways
Some key points about parametric SubD animation in Grasshopper:
Animating SubDs opens up new possibilities for parametric form-finding and motion design. With the power of Grasshopper and Vray, you can quickly turn static models into dynamic animated objects.
Let me know if you have any other questions!
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