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Subject: 
Re: Pythagorean Triads and Almost-Triads
Newsgroups: 
lugnet.build
Date: 
Sun, 9 Jan 2000 15:46:32 GMT
Viewed: 
788 times
  
"Paul Baulch" <paul@vic.bigpond.net.au> writes:
I certainly haven't seen any sort of data like this posted on anyone's
web pages.

I believe Eric Brok has something like this on his site.

A few days ago I was sitting making different triangles using three 2x4
brick-w/-hinge, and various lengths of 1xN plates.

Part of the difficulty of creating these triangles is how you make the
angles...for example, with Technic beams, you have to measure from the
center of one end hole to the center of the other.  If you're using 1x2
plate hinges, the lengths of the sides are increased, etc.

These length combinations are called Pythagorean Triads, or so my
memory of schooling tells me.

I was taught Pythagorean Triples--same difference.

I wrote a program that would search all combinations of triangles
(of certain integral dimensions) and show me which ones were "close
enough" to right-angled

Did you add an algorith to remove multiples? (I saw that 6,8,10 10,24,26
and others are missing.)

I'd be interested to know whether 0.05 studs is an acceptable slack
to take up when using Technic beams and pegs, I haven't tried this.

I'm pretty sure it would be.  After all, LEGO parts are slightly
flexible, so you could probably have a greater error margin.

Thanks for your efforts!
--Bram


Bram Lambrecht           / o   o \           BramL@juno.com
-------------------oooo-----(_)-----oooo-------------------
    WWW:   http://www.chuh.org/Students/Bram-Lambrecht/
-----------------------------------------------------------



Message has 1 Reply:
  Re: Pythagorean Triads and Almost-Triads
 
Bram Lambrecht wrote in message <20000109.104425.509...no.com>... (...) Ah, cool. I hadn't seen it before.... actually I can't see it now. What is the URL? :-) Wow, I'm almost embarassed to ask, I've been to Eric's site so many times, just not (...) (25 years ago, 11-Jan-00, to lugnet.build)

Message is in Reply To:
  Pythagorean Triads and Almost-Triads  [DAT]
 
G'day all, Most of this will not come as a surprise to "real" expert builders, but this post is also, in a way, an invitation to confirm what I have found. I certainly haven't seen any sort of data like this posted on anyone's web pages. Hopefully (...) (25 years ago, 10-Jan-00, to lugnet.build)

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