Package Case Study - Mesh Toolkit
Last updated
Last updated
The Dynamo Mesh Toolkit provides tools to import meshes from external file formats, create a mesh from Dynamo geometry objects, and manually build meshes by their vertices and indices. The library also provides tools to modify meshes, repair meshes, or extract horizontal slices for use in fabrication.
The Dynamo Mesh Toolkit is part of Autodesk's ongoing mesh research, and as such will continue to grow over the coming years. Expect new methods to appear on the toolkit frequently, and feel free to reach out to the Dynamo team with comments, bugs, and suggestions for new features.
In Dynamo, go to Packages > Package Manager... in the top menu bar. In the search field, type MeshToolkit, all one word. Click Install and accept the confirmations to start the download. Simple as that!
Download the example file by clicking on the link below.
A full list of example files can be found in the Appendix.
In this example, we will look at the Intersect node in the mesh toolkit. We will import a mesh and intersect it with a series of input planes to create slices. This is the starting point for preparing the model for fabrication on a laser cutter, waterjet cutter, or CNC mill.
Begin by opening Mesh-Toolkit_Intersect-Mesh.dyn in Dynamo.
File Path: Locate the mesh file to import (stanford_bunny_tri.obj). Supported file types are .mix and .obj
Mesh.ImportFile: Connect the file path to import the mesh
Point.ByCoordinates: Construct a point – this will be the center of an arc.
Arc.ByCenterPointRadiusAngle: Construct an arc around the point. This curve will be used to position a series of planes. __ The settings are as follow: __
radius: 40, startAngle: -90, endAngle:0
Create a series of planes oriented along the arc.
Code Block: Create 25 numbers between 0 and 1.
Curve.PointAtParameter: Connect the arc to the ‘curve’ input and the code block output to the ‘param’ input to extract a series of points along the curve.
Curve.TangentAtParameter: Connect the same inputs as the previous node.
Plane.ByOriginNormal: Connect the points to the ‘origin’ input and the vectors to the ‘normal’ input to create a series of planes at each point.
Next, we will use these planes to intersect the mesh.
Mesh.Intersect: Intersect the planes with the imported mesh, creating a series of polycurve contours. Right click on Node and set the lacing to longest
PolyCurve.Curves: Break the polycurves into their curve fragments.
Curve.EndPoint: Extract the end points of each curve.
NurbsCurve.ByPoints: Use the points to construct a nurbs curve. Use a Boolean node set to True to close the curves.
Before we continue, switch off the preview for some of the Nodes such as: Mesh.ImportFile, Curve.EndPoint, Plane.ByOriginNormal & Arc.ByCenterPointRadiusAngle to see the result better.
Surface.ByPatch: Construct surface patches for each contour to create “slices” of the mesh.
Add a second set of slices for a waffle/egg-crate effect.
You may have noticed that the intersection operations calculate faster with a mesh vs. a comparable solid. Workflows such as the one demonstrated in this exercise lend themselves well to working with meshes.
The exercise below demonstrates some basic mesh operations using the Mesh Toolkit. In the exercise, we intersect a mesh with a series of planes, which can be computationally expensive using solids. Unlike a solid, a mesh has a set "resolution" and is not defined mathematically, but topologically, and we can define this resolution based on the task at hand. For more details on mesh to solid relationships, you can reference the chapter in this primer. For a more thorough examination of Mesh Toolkit, you can reference the Let's jump into the package in the exercise below.
