Schoen's Gyroid Surface a Triply Periodic Minimal Surfaces (TPMS) 模型预览

GrabCAD 模型信息

Schoen's Gyroid Surface a Triply Periodic Minimal Surfaces (TPMS) · 模型 132929

作者:Mohamed TELDJOUN

The Schoen's Gyroid surface is a fascinating example of a Triply Periodic Minimal Surface (TPMS) with cubic symmetry. It is characterized by its intricate, labyrinth-like structure that divides space into two interwoven, congruent regions. This surface is free of self-intersections, making it unique among TPMS. Its high surface-to-volume ratio and mechanical properties make it ideal for applications in fields such as biomedical engineering, particularly for tissue scaffolds and implants. The Gyroid's aesthetic appeal also makes it a popular choice in architecture and design.

格式
Rendering、SOLIDWORKS
分类
3D printing、Architecture、Medical
标签
biomedical applications、3d printing、mathematical surface、high surface-to-volume ratio、porous structure、cubic symmetry、minimal surface design、tpms geometry、schoens gyroid surface、triply periodic minimal surface
数据更新
2026-10-16T22:13:13Z
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