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Customizable VSEPR Trigonal Planar Shape (BF3) - Labeled 3D Molecule Model — zdjęcie 1
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Customizable VSEPR Trigonal Planar Shape (BF3) - Labeled 3D Molecule Model

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Labeled 3D model of VSEPR Trigonal Planar Shape (BF3), customizable in TrueGeometry Playground

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Źródło
Printables
Licencja
Creative Commons — Attribution — Noncommercial

BF3 is the textbook trigonal planar molecule (AX3) with three 120 degree bond angles. A labeled ball-and-stick 3D model for classrooms, teachers and chemistry fans.

Every atom is a sphere in standard CPK colors with its element symbol plus proton and neutron counts printed right ON the sphere, and every bond is a separate stick. Built natively in TrueGeometry Playground - no booleans, overlapping shells only, so slicers merge the parts cleanly.

CUSTOMIZABLE: the model is generated from a Playground script with $ATOM (atom size), $BONDR (stick radius) and $BONDL (bond length) as Live Parameters - tick Auto-Run and drag the sliders to restyle it before exporting your own STL. The full recipe is attached and also in the blog article https://blog.truegeometry.com/0_0_0_0/blogs/post-c733a8b4.html - Playground: https://www.truegeometry.com/CoreWebGLTG/KBEAgentHTTP.html

Part of the VSEPR Shapes series. The whole set is here: https://www.printables.com/model/1881949-customizable-vsepr-molecular-shapes-labeled-set-li - all 40 molecule models: https://blog.truegeometry.com/0_0_0_0/blogs/post-0cce285f.html

Printing: this is a display/education model - the atoms and sticks overlap by design (no unions), so slice with default settings or "merge overlapping volumes". Small labels may need a 0.2 mm nozzle or scaling up for crisp text. Not yet test-printed by us - if you print it, please post a Make and help the community!

The STL is a native Playground export (no external mesh edits).

License: CC BY-NC 4.0. Free for students and teachers to print and use in class. Commercial use requires TrueGeometry's consent - contact us via TrueGeometry.com.

Blog article with full instructions and the recipe: https://blog.truegeometry.com/0_0_0_0/blogs/post-c733a8b4.html

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