Model a Precise Hollow Dodecahedron Sphere with Parametric Geometry
This tutorial walks you through creating a refined hollow dodecahedron ball ornament by generating a parametric topology, scaling for nested layers, editing polygons to bridge layers, and applying subdivision to achieve a smooth, interlocking structure, illustrating how complex forms follow predictable rules.
Background Introduction
Hello everyone, this installment of the "Water Drops Dripping Through Stone" series presents a modeling case: creating a refined hollow dodecahedron ball ornament, a structure where inner and outer layers interlock.
First, a parametric geometry is used to generate the basic topology. Then scaling creates the inner layer's contracted nesting effect. Finally, polygon editing bridges each layer into a whole, and subdivision smooths the model.
This case shows that seemingly complex structures follow regular patterns; the laws of the real world are embedded in the 3D software, and by analysis we can find appropriate creation methods. Please enjoy the video tutorial.
Past Review
Water Drops Dripping Through Stone | 3D Performance Optimization: Model UV Texture Merging
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