Last Updated: December 2025
EulerVibe is a free, browser-based 3D modeling tool that allows users to create 3D designs using code. The Service includes AI-assisted code generation powered by third-party providers.
THE SERVICE GENERATES DIGITAL 3D MODELS ONLY.
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Your AI-driven 3D design laboratory.
EulerVibe is a script-based CAD tool. You define shapes using JavaScript, transform them with math, and combine them with Boolean logic.
Concepts: Primitives & Booleans. This model demonstrates how to build complex spaces
by subtracting shapes. It uses box() primitives for
walls and the difference() operation to
"carve" windows and doors out of a solid mass.
Concepts: Loops & Symmetry. Instead of drawing four motors individually, this uses a
JavaScript for loop.
It’s an interesting example of how code-based CAD allows for rapid iteration—changing one
variable updates all four arms and motor ducts simultaneously.
Concepts: Vector Connections. This showcases the connect() API. It
calculates points along a parabolic curve and draws structural beams between them, proving
that thousands of straight lines can define an iconic, elegant silhouette.
Concepts: Trigonometry. This is a mathematical marvel where straight lines create a doubly curved surface. By applying a "twist" (angular offset) between a base circle and a top circle, the resulting weave forms a structurally rigid cooling-tower shape.
Concepts: Nature’s Algorithms. Uses the "Golden Angle" (137.5 degrees) to distribute seeds efficiently. It shows how simple geometric rules can replicate organic growth patterns found in nature, creating perfect phyllotaxis spirals with very few lines of code.
Concepts: Precision Engineering. This uses polar-to-cartesian coordinate conversion to define an involute tooth profile. It is a great example of how EulerVibe can be used for functional parts like gears, shafts, and mechanical assemblies.
Concepts: Field Simulations. This script treats the 3D space as a voxel field. It calculates height values based on wave interference equations, demonstrating EulerVibe's capability to render complex, data-driven landscapes and dynamic physics simulations.
Concepts: Recursion. A "must-see" for programmers. This model uses a function that calls itself to "grow" branches. Each branch becomes the starting point for smaller branches, creating an organic L-system tree that would be nearly impossible to model by hand.
Concepts: Computational Math. Visualizes the boundary of a complex number set. It uses an adaptive quad-tree algorithm to render the fractal, showcasing how to balance extreme mathematical detail with browser performance.
EulerVibe is built for the AI era. Use the built-in AI Assist sidebar for iterative changes.