From: IN%"[email protected]" "List for the discussion of Buckminster
Fuller's works" 14-APR-1993 15:52:47.79
To: IN%"HRL@xxxxxxxxxxxx" "Howard Lawrence"
CC:
Subj: RE: Dome software
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Date: Wed, 14 Apr 1993 12:40:29 MDT
From: Christopher McRae <mcrae@xxxxxxxxxxxx>
Subject: RE: Dome software
In-reply-to: Your message of "Wed, 14 Apr 93 12:55:02 EDT."
<9304141657.AA17932@xxxxxxxxxxxxxxxxxxxxxxx>
Sender: List for the discussion of Buckminster Fuller's works
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To: Howard Lawrence <HRL@xxxxxxxxxxxx>
Reply-to: List for the discussion of Buckminster Fuller's works
<[email protected]>
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This should help...
Author: Kenner, Hugh.
Title: Geodesic math and how to use it / by Hugh Kenner. Berkeley :
University of California Press, c1976.
Description: xi, 172 p. : ill. ; 22 cm.
Subjects: Geodesic domes -- Mathematical models.
Polyhedra -- Tables.
Also, here is a snippet from an old copy of the Comp.graphics FAQ:
15) How to tesselate a sphere.
One simple way is to do recursive subdivision into triangles. The
base of the recursion is an octahedron, and then each level divides
each triangle into four smaller ones. Jon Leech <leech@xxxxxxxxxx>
has posted a nice routine called sphere.c that generates the coordinates.
It's available for FTP on ftp.ee.lbl.gov and weedeater.math.yale.edu.
Fuller's works" 14-APR-1993 15:52:47.79
To: IN%"HRL@xxxxxxxxxxxx" "Howard Lawrence"
CC:
Subj: RE: Dome software
Return-path: <[email protected]>
Return-path: owner-geodesic <@PSUVM.PSU.EDU:owner-geodesic@xxxxxxxxxxxxxxxxxxx>
Received: from Jnet-DAEMON by ARCH.PSU.EDU (PMDF #12866) id
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(LMail V1.1d/1.7f) with BSMTP id 9310; Wed, 14 Apr 1993 15:47:20 -0400
Date: Wed, 14 Apr 1993 12:40:29 MDT
From: Christopher McRae <mcrae@xxxxxxxxxxxx>
Subject: RE: Dome software
In-reply-to: Your message of "Wed, 14 Apr 93 12:55:02 EDT."
<9304141657.AA17932@xxxxxxxxxxxxxxxxxxxxxxx>
Sender: List for the discussion of Buckminster Fuller's works
<[email protected]>
To: Howard Lawrence <HRL@xxxxxxxxxxxx>
Reply-to: List for the discussion of Buckminster Fuller's works
<[email protected]>
Message-id: <01GX09B1IKQO96VKU6@xxxxxxxxxxxx>
X-To: List for the discussion of Buckminster Fuller's works
<GEODESIC@xxxxxxxxxxxxxxxxxxx>
This should help...
Author: Kenner, Hugh.
Title: Geodesic math and how to use it / by Hugh Kenner. Berkeley :
University of California Press, c1976.
Description: xi, 172 p. : ill. ; 22 cm.
Subjects: Geodesic domes -- Mathematical models.
Polyhedra -- Tables.
Also, here is a snippet from an old copy of the Comp.graphics FAQ:
15) How to tesselate a sphere.
One simple way is to do recursive subdivision into triangles. The
base of the recursion is an octahedron, and then each level divides
each triangle into four smaller ones. Jon Leech <leech@xxxxxxxxxx>
has posted a nice routine called sphere.c that generates the coordinates.
It's available for FTP on ftp.ee.lbl.gov and weedeater.math.yale.edu.