Blender
Overview This entry shows some examples of Differential Mesh Growth, using a script in SNLite node in Blender Sverchok add-on. Description About a couple of month ago, I posted an entry to show an example of Differential Mesh Growth using …
Overview This entry shows some examples of Willmore Flow 1D simulation in Blender, using SNLite node of Sverchok add-on. The script using in this entry is implemented following the paper about Willmore Flow by Keenan Crane et. al. and some…
Overview This entry shows an attempt to implement differential mesh growth in Blender with Sverchok add-on. Description In my previous entry, I wrote about Differential Curve Growth on mesh with SNLite node in Sverchok. In this entry, inst…
Overview This entry shows how to process Differential Growth on mesh, using Sverchok SNLite node in Blender. This entry follows my blog's previous entry. Description In my previous entry, I wrote scripts to simulate Differential Growth on …
Overview This entry shows the way to draw Differential line growth with 'ScriptNodeLite' node in Sverchok add-on for Blender. In addition to the normal growth, this attempt uses certain boundaries to restrict the expansion. Description Thi…
Overview This entry describes Reaction Diffusion (RD) simulation in Blender, with C code using Sverchok ScriptNodeLite(SNLite) node. Description This aim is to enable RD simulation on Blender's node editor, not just to get RD's 3D models. …
Overview This entry describes how to run external C/C++ code in Blender, using Sverchok's Script Node Lite (SNLite). You can also use this approach with only Blender python without Sverchok. But if you use the add-on, you may write fewer c…
Overview When searching for "hyperbolic solid/cube Blender" in the web, you can find a page1 creating the cubes using proportional editing tool. blender.stackexchange.com This approach is simple and easy way, but I found another approach2 …
Overview To make Seifert surfaces, SeifertView1 is one of the most powerful tool. The algorithm to make the surface is written in related document2 (and in this blog entry, mainly chapter '2.3 Seifert Surfaces' will be referred). If you ha…
Overview When using 3D-CG tools like Rhino + Grasshopper or Houdini, finding articles about 'origami' is relatively easy. In such documents, the Miura fold1 (Miura-ori) is often mentioned. Currently (June 2020), however, I'v not been able …
OverView I read about Wikipedia's Hopf fibration1 page. This graphic model is really beatiful. After some research, I found a blog https://nilesjohnson.net/hopf-production.html, offering mathematical details, a fibration animation in a You…
OverView I wrote about creating Calabi Yau Manifold with python in my previous post1 . After that, I found an article2 about another version of this manifold having torus-knot-like shape. In my previous entry, I made the original manifold …
OverView I already wrote about 4d rotation in my previous post1. After that, I found some articles about Tesseract (four-dimensional analogue of the cube)2 . Also, some people have already posted Youtube videos3 explaining it using some ma…
Updated (Nov. 6, 2020) Four-D rotation script for Animation nodes has been uploaded in my gist. https://gist.github.com/asahidari/b4714563570e7ce1c27b1bb61b9a727d Image below is how to use the script. OverView In my previous writing*1 abou…
motivation When I read the following article (about elfnor's tree generator), I wonder if I can make 3d-printable trees with this Blender's sverchok node. And I also wanted to make tree-growth animation to show the tree generation. https:/…
The following article below describes the details of how to apply kagome weave pattern for 3d models. (PDF) Beyond the basket case: A principled approach to the modelling ...https://www.researchgate.net/.../328043391_Beyond_the_basket_case…
To understand how to generate gyroid unit cell, this video will tell you almost all things. Gyroid Minimal Surface (Blender) - YouTube Following this tutorial, I made it with blender node editor, sverchok. I write down the process of the n…
