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Piramide de Sierpinski (Sierpinski Pyramid) 3D Printer File Image 1
Piramide de Sierpinski (Sierpinski Pyramid) 3D Printer File Image 2
Piramide de Sierpinski (Sierpinski Pyramid) 3D Printer File Image 3
Piramide de Sierpinski (Sierpinski Pyramid) 3D Printer File Image 4
Piramide de Sierpinski (Sierpinski Pyramid) 3D Printer File Image 5
Piramide de Sierpinski (Sierpinski Pyramid) 3D Printer File Thumbnail 1
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Piramide de Sierpinski (Sierpinski Pyramid) 3D Printer File Thumbnail 3
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Piramide de Sierpinski (Sierpinski Pyramid) 3D Printer File Thumbnail 5

Piramide de Sierpinski (Sierpinski Pyramid)

ufprmakers avatarufprmakers

June 16, 2025

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Description

Resumo:
A pirâmide de Sierpinski é um fractal que foi construído a partir de uma pirâmide de base quadrada. A cada iteração, são removidas pirâmides menores a partir do ponto médio das arestas, criando um padrão geométrico, nesse caso de 3 níveis.

Configurações de Impressão:
Impressora: Creality Ender 3 pro

Suportes: Sim, do tipo árvore.

Preenchimento: 20%

Filamento: PLA 1.75
Cor: Mint
Marca: SLIM 3D

Dimensões das Peças: 90 mm x 90 mm x 63,64 mm

Dimensão fractal: log 5 / log 2 = 2,32

Origem do Projeto:
Criado por Hingrid Scussiato Macedo através do Laboratório UFPR Makers.

Objetivo Educacional:
Favorecer a compreensão de conceitos matemáticos como geometria fractal, aplicação logarítmica, progressões e dimensão fractal, utilizando o modelo 3D.

Abstract:
The Sierpinski pyramid is a fractal constructed from a square-based pyramid. In each iteration, smaller pyramids are removed from the midpoint of the edges, creating a geometric pattern, in this case a 3-level pattern.

Printing Settings:
Printer: Creality Ender 3 Pro

Supports: Yes, tree type.

Infill: 20%

Filament: PLA 1.75
Color: Mint
Brand: SLIM 3D

Part Dimensions: 90 mm x 90 mm x 63.64 mm

Fractal Dimension: log 5 / log 2 = 2.32

Project Origin:
Created by Hingrid Scussiato Macedo through the UFPR Makers Lab.

Educational Objective:
To promote the understanding of mathematical concepts such as fractal geometry, logarithmic application, progressions, and fractal dimension, using the 3D model.

License:

Creative Commons - Attribution - Share Alike

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