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uk.sci.weather (UK Weather) (uk.sci.weather) For the discussion of daily weather events, chiefly affecting the UK and adjacent parts of Europe, both past and predicted. The discussion is open to all, but contributions on a practical scientific level are encouraged. |
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#31
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A couple of recent snowflakes re aggregation and fractal properties-
Chaos, Solitons & Fractals Volume 23, Issue 4 , February 2005, Pages 1111-1119 A local cellular model for snow crystal growth Clifford A. Reiter http://www.sciencedirect.com/science...282b20478222a5 preprint at- http://ww2.lafayette.edu/~reiterc/mvp/sfn/sfn_pp.pdf and Universality in snowflake aggregation Authors: C. D. Westbrook, R. C. Ball, P. R. Field, A. J. Heymsfield ics/0310164 http://arxiv.org/abs/phys -- regards, David add '17' to Waghorne to reply |
#32
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A couple of recent snowflakes re aggregation and fractal properties-
Chaos, Solitons & Fractals Volume 23, Issue 4 , February 2005, Pages 1111-1119 A local cellular model for snow crystal growth Clifford A. Reiter http://www.sciencedirect.com/science...282b20478222a5 preprint at- http://ww2.lafayette.edu/~reiterc/mvp/sfn/sfn_pp.pdf and Universality in snowflake aggregation Authors: C. D. Westbrook, R. C. Ball, P. R. Field, A. J. Heymsfield ics/0310164 http://arxiv.org/abs/phys -- regards, David add '17' to Waghorne to reply |
#33
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A couple of recent snowflakes re aggregation and fractal properties-
Chaos, Solitons & Fractals Volume 23, Issue 4 , February 2005, Pages 1111-1119 A local cellular model for snow crystal growth Clifford A. Reiter http://www.sciencedirect.com/science...282b20478222a5 preprint at- http://ww2.lafayette.edu/~reiterc/mvp/sfn/sfn_pp.pdf and Universality in snowflake aggregation Authors: C. D. Westbrook, R. C. Ball, P. R. Field, A. J. Heymsfield ics/0310164 http://arxiv.org/abs/phys -- regards, David add '17' to Waghorne to reply |
#34
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![]() ics/0310164 http://arxiv.org/abs/phys should be- http://arxiv.org/abs/physics/0310164 -- regards, David add '17' to Waghorne to reply |
#35
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![]() ics/0310164 http://arxiv.org/abs/phys should be- http://arxiv.org/abs/physics/0310164 -- regards, David add '17' to Waghorne to reply |
#36
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![]() ics/0310164 http://arxiv.org/abs/phys should be- http://arxiv.org/abs/physics/0310164 -- regards, David add '17' to Waghorne to reply |
#37
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![]() ics/0310164 http://arxiv.org/abs/phys should be- http://arxiv.org/abs/physics/0310164 -- regards, David add '17' to Waghorne to reply |
#38
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Joe Hunt wrote:
It always amazes me how they say that no two snowflakes are exactly the same. They obviously have verified this by checking every one that has fallen from the sky, that would be ludicrous, however, I feel it must be based on some mathematical theory. This has similarities to a calculation I did at GCSE Biology which showed why no two people look alike, was to do with genotypes and chromosomes IIRC. I think "alike" should be "identical" - there are plenty of people who look alike. I've seen that I have at least a couple of doubles. Once I was watching tennis on TV and saw myself in the crowd, and another time someone showed me a newspaper picture of a group of people at a CAMRA meeting. There was I, pint in hand as usual, but I couldn't remember the occasion - then realized that was because it wasn't me. Graham |
#39
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Joe Hunt wrote:
It always amazes me how they say that no two snowflakes are exactly the same. They obviously have verified this by checking every one that has fallen from the sky, that would be ludicrous, however, I feel it must be based on some mathematical theory. This has similarities to a calculation I did at GCSE Biology which showed why no two people look alike, was to do with genotypes and chromosomes IIRC. I think "alike" should be "identical" - there are plenty of people who look alike. I've seen that I have at least a couple of doubles. Once I was watching tennis on TV and saw myself in the crowd, and another time someone showed me a newspaper picture of a group of people at a CAMRA meeting. There was I, pint in hand as usual, but I couldn't remember the occasion - then realized that was because it wasn't me. Graham |
#40
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Joe Hunt wrote:
It always amazes me how they say that no two snowflakes are exactly the same. They obviously have verified this by checking every one that has fallen from the sky, that would be ludicrous, however, I feel it must be based on some mathematical theory. This has similarities to a calculation I did at GCSE Biology which showed why no two people look alike, was to do with genotypes and chromosomes IIRC. I think "alike" should be "identical" - there are plenty of people who look alike. I've seen that I have at least a couple of doubles. Once I was watching tennis on TV and saw myself in the crowd, and another time someone showed me a newspaper picture of a group of people at a CAMRA meeting. There was I, pint in hand as usual, but I couldn't remember the occasion - then realized that was because it wasn't me. Graham |
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