The Geometry of Closed Packed Spheres

Por: Nick Trif
The Geometry of Closed Packed Spheres

Mission statement: To change minds, to open eyes, to educate and inspire people designing and building better worlds.

Beauty makes beautiful things beautiful!

A sphere can be completely surrounded by exactly twelve other identical spheres. Close-packing of spheres helps us explore the shape of the physical space. A good design of a 3D structure shall obey the principles, freedom, and constraints imposed by the physical space around us.

23 episodios disponibles

Latest episodes of the podcast The Geometry of Closed Packed Spheres

18. The Square Roots Spiral 18/10/2024
17. Lines Patterns in Space 17/10/2024
16. The Fibonacci Sequence 16/10/2024
15. The Golden Section 11/10/2024
14. Similarity Theorem in CPS Geometry 10/10/2024
13. Archimedean Solids 09/10/2024
12. The Rhombic Dodecahedron in CPS 07/10/2024
11. Platonic Solids in CPS Geometry 04/10/2024
10. Close Packing of Spheres 03/10/2024
09. CPS Geometry 02/10/2024
08. The Mental-Experimental Method 01/10/2024
07. The Dialectic Process 30/09/2024
06. The Incommensurables – Arithmetical Proof 28/09/2024
05. The Incommensurables – Geometrical Proof 27/09/2024
04. The Euclidian Algorithm 26/09/2024
03. Gauss Estimation An Epistemological Problem 25/09/2024
03 (Old). Gauss’s Estimation – An Epistemological Problem 24/09/2024
02. A Perfect Experiment 23/09/2024
01. The Scientific Method 22/09/2024
Preface to CPS Geometry Book 22/09/2024
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