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The most popular number in architecture clintonG 07-06-2007
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Posted by clintonG on July 6, 2007, 8:40 pm
http://www.flixxy.com/fibonacci-number.htm







Posted by ++ on July 7, 2007, 12:29 am
clintonG wrote:

>http://www.flixxy.com/fibonacci-number.htm
>
>
We all did Fibonacci sequences in High School, if not earlier. Without
a clue, I don't click. What are you getting at here?


Posted by clintonG on July 7, 2007, 11:43 am

> "++"> wrote
>> clintonG wrote:
>>>http://www.flixxy.com/fibonacci-number.htm
>>>
>> We all did Fibonacci sequences in High School, if not earlier. Without a
>> clue, I don't click. What are you getting at here?
>
> The Golden Rectangle, 1.618, Archimedes Spiral.
>
> I invented this one: .7071
> Found it invaluable while doing dimensions by hand, before CAD.

Those days before CAD I used a compass to bisect squares to get the golden
rectangle. I have no idea intuitively how you would have used .7071 other
than to surmise it is .618 rounded up perhaps? Why mess around then and why
.7071?



Posted by clintonG on July 8, 2007, 12:04 am

>
>>
>>> "++"> wrote
>>>> clintonG wrote:
>>>>>http://www.flixxy.com/fibonacci-number.htm
>>>>>
>>>> We all did Fibonacci sequences in High School, if not earlier. Without
>>>> a clue, I don't click. What are you getting at here?
>>>
>>> The Golden Rectangle, 1.618, Archimedes Spiral.
>>>
>>> I invented this one: .7071
>>> Found it invaluable while doing dimensions by hand, before CAD.
>>
>> Those days before CAD I used a compass to bisect squares to get the
>> golden rectangle. I have no idea intuitively how you would have used
>> .7071 other than to surmise it is .618 rounded up perhaps? Why mess
>> around then and why .7071?
>
> I do very few angles and most of the ones I do do are 45 degree.
> (the exception being cross sections through stairs)
> When I did manual drafting I figured dimensions in decimals, 2" = .17, 4"
> = .33, etc.
> (I'm one of those extremely rare drafters that runs CONTINUOUS strings of
> dimensions across the entire project in order to make sure everything is
> where its supposed to be, an art that seems to have become largely extinct
> circ late 20th century and is reflected in other poor design procedures
> and building practices)
> When calculating the length of a 45 degree angle, the long side, I found
> that a very close approximation was the short side divided by .7071.
> It worked in reverse as well of course.
> Try it and see, that is, if remember how. LOL
> (I don't even think I have a calculator anymore, I just use the windows
> version)
> Or better yet, do it by hand....long hand! heh

That's very interesting. There's a gazillion numerical "coincidences" and
"tricks" that can be learned or discovered eh? BTW -- I'm a running
dimensional guy myself. I'm 54 and got trained in the ways of the old
school.



Posted by ++ on July 8, 2007, 6:11 pm
clintonG wrote:

>That's very interesting. There's a gazillion numerical "coincidences" and
>"tricks" that can be learned or discovered eh? BTW -- I'm a running
>dimensional guy myself. I'm 54 and got trained in the ways of the old
>school.
>
>

Why get contrained by a golden mean? Consider that God, in his wisdom
might have put flower petals in a fibonacci sequence, but each one of
those items in golden means is different. God is, indeed, in the
details and so is his wisdom, not only in some set , gakh, formulaic way
of thinking on things. Doesn't mean you should necessarily ignore
decent proportions but, sometimes devolving or evolving them is fun

>
>
>
>


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