• Vase

  • Flower Pot

  • Decoration

  • Parametric

  • Home Use

  • Horticulture

  • Garden

  • Vase Art

  • Geometric Design

  • Plant Pot

  • Home Essentials

  • Desktop Decorations

  • Parametric Design

This vase draws its design inspiration from the classic Koch Snowflake Fractal, transforming the infinite iterative, self‑similar geometric principles of mathematics into tangible, three‑dimensional forms. Every crease and each layer of the contour is generated algorithmically, resulting in a structure that is both meticulously precise and imbued with a profound sense of orderly beauty. Complex fractal lattice patterns—techniques that would be nearly impossible to achieve through traditional craftsmanship—are perfectly realized thanks to 3D printing technology, turning pure mathematical geometric aesthetics into everyday design objects that you can truly own.

The model features drainage holes, making it ideal for planting soil‑based, potted plants.

 

To learn more about the details and explore this original design, please visit my Xiaohongshu profile:

https://www.xiaohongshu.com/user/profile/62a3ed160000000021026c00

Originality of the Model

The author declares that this work is their personally original model

This model is licensed under the following terms:

Credit must be given to the creator

Only noncommercial uses of the work are permitted

No derivative works or remixes of this model allowed

Models(2)

  • work1.3mfDesigner

    18.86 MB

    2026-06-11

  • model file image
    work1.3mfDesigner

    18.88 MB

    2026-03-01

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