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Someone of you asked me why GAO is not working on Blender 2.71. Unfortunately, the bug is not from GAO, so I can’t fix it! The OSL ‘Trace...

A collection of osl shaders. Contribute to sambler/osl-shaders development by creating an account on GitHub.

The following is an introduction to basic OSL shader syntax using a simple color blending shader example. a more general explanation of the subject can be read here. Notes: > It’s highly r…

W3Schools offers free online tutorials, references and exercises in all the major languages of the web. Covering popular subjects like HTML, CSS, JavaScript, Python, SQL, Java, and many, many more.

Shdr is a live ESSL (GLSL) shader editor, viewer and validator powered by WebGL and built by Thibaut Despoulain (BKcore).

Various transition curves are used in civil engineering to gradually introduce curvature and superelevation between both tangents and circular curves as well as between two circular curves with different curvature.

The Book of Shaders Editor

Prototype Node Based Shader Editor in WebGL to edit and create materials interactively with nodes, where you can drag and drop textures and use multiple features similar to other editors

Gentle step-by-step guide through the abstract and complex universe of Fragment Shaders.

Free online 3D grapher from GeoGebra: graph 3D functions, plot surfaces, construct solids and much more!

Interactive, free online calculator from GeoGebra: graph functions, plot data, drag sliders, create triangles, circles and much more!

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Hello, I have some visual tests to do. how can I get a packing of spheres inside a closed shape. goal is to know how many spheres would fit for further build. Ive looked around but didnt find a solution in the forums. Example 10in x 10in x10in cube. filled with 1in diameter spheres. would it be 1260 spheres ? Can grasshopper do this visually so i can change spheres diameters and box sizes ? eventually to get sphere counts in different non box shapes or meshes

#rhino3d #grasshopper3d #pythonThe research of minimal surfaces in R3 refers to Joseph-Louis Lagrange in 1762. Minimal surfaces refer to the Plateau’s problem. Minimal surfaces may be defined…