Re: Orange stacks

Liste des GroupesRevenir à r puzzles 
Sujet : Re: Orange stacks
De : qnivq.ragjvfgyr (at) *nospam* ogvagrearg.pbz (David Entwistle)
Groupes : rec.puzzles
Date : 21. Jul 2025, 08:46:50
Autres entêtes
Organisation : A noiseless patient Spider
Message-ID : <105kr9a$3rsij$1@dont-email.me>
References : 1 2 3 4 5
User-Agent : Pan/0.149 (Bellevue; 4c157ba git@gitlab.gnome.org:GNOME/pan.git)
On Tue, 15 Jul 2025 11:28:23 -0000 (UTC), Richard Tobin wrote:

This wikipedia page makes it explicit:
 
https://en.wikipedia.org/wiki/Close-packing_of_equal_spheres

Thanks. Also of particular interest is:

https://en.wikipedia.org/wiki/Kissing_number

Regarding the packing of twelve equally sized spheres in three dimensional
space, it includes the following comment: "In fact, there is so much extra
space that any two of the 12 outer spheres can exchange places through a
continuous movement without any of the outer spheres losing contact with
the center one." That is something I had failed to appreciate and my go
some way to explain my confusion. My vision of a similarity to the
tetrahedral carbon lattice, you may have seen at school during physics and
chemistry lessons, is wrong. Or, at least, incomplete.

I now have this Conway, Sloane book on order:

<https://books.google.co.uk/books/about/
Sphere_Packings_Lattices_and_Groups.html?id=hoTjBwAAQBAJ&redir_esc=y>

--
David Entwistle

Date Sujet#  Auteur
12 Jul 25 * Orange stacks12David Entwistle
12 Jul 25 +* Re: Orange stacks8Carl G.
14 Jul 25 i`* Re: Orange stacks7David Entwistle
14 Jul 25 i `* Re: Orange stacks6Richard Tobin
14 Jul 25 i  +* Re: Orange stacks2David Entwistle
14 Jul 25 i  i`- Re: Orange stacks1Richard Tobin
15 Jul 25 i  `* Re: Orange stacks3David Entwistle
15 Jul 25 i   `* Re: Orange stacks2Richard Tobin
21 Jul08:46 i    `- Re: Orange stacks1David Entwistle
12 Jul 25 +* Re: Orange stacks2Richard Tobin
14 Jul 25 i`- Re: Orange stacks1David Entwistle
16 Jul09:05 `- Re: Orange stacks1David Entwistle

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