David Custis Kimball - blog
You: Why Dave; why now?
Me: Well, I've a two talented kids; the younger said, 'Stop with the lectures.' Then asked, 'Dad, can I help you set up a blog?' Moments later, Me: 'OK, that's a great idea, thinkin' they might just read it someday.
me ---> 'Gaarr of Blog' <---
Goto oft comments on Art, Bose-Einstein Condensate (BEC), CommoNonsense, Dance, Dark Matter, Design, Etc., Environment, Eventspace, Fable, Food, Frogsense, Hazard Mitigation, Hegel, History, Horsense, Human Affairs, Humor, Law+Lawless, Mathematics, Medicine, Music, Nerd Stuff, Parenting, Physics, Psychophysics, Real Estate, Sailing, Science, Science Fiction, Swimming, Technology, Theology, UncommonSense, and Waldo, alphabetically.
Just use 'Search' for the topic of choice or Waldo, perhaps.
Matters of Import & Timely Expertise
repressing gossip and hate-speech.
An Unmapped Ponderocity:
To say: '"He is a man of truth," is to say nothing; to say: "He is a man of of," is to state an elementary truth of logic.'
Winston Davids, 1969 - Trinity College Valedictorian - 1970; known endeavor: actuarial contributions to The Donald; since has contacted me and sadly is quite ill. Ask prayers for recovery; thanks for his brilliance and music.
| website-hit-counters.com |
Jul 31, 2009
11:47am
BEC, Mathematics If I were to imagine what was happening within a spinning sphere of almost infinite density, yet so close to absolute zero that superfluidity would be possible, slowly like a super thick oil and the spin furious, still everything moves as in slow motion, but each mm moved vectored out into the 360 wedge of the farthest point in the galaxy, propels great stars and meteors at break-neck speeds. Beautiful. Thanks.“We found a new kind of spidron, which is made from two perpendicular logarithmic spirals. One of them is flat and the other one is conic. With this surface we can bisect the sphere and make new - smaller spheres. The logarithmic spirals on the surface of the sphere is called loxodrome. Bisecting the sphere on a path of loxodrome makes possible to create smaller spheres.
The problem was to prove that these Sphidrons are developable. While I am quite sure, others are doubting. The surface analysys shows that the Gaussian curvature is close to 0 everywhere, but the differences could be the result of the theory or of the exactness of the software. In spite of this dilemma, I decided to show my result.”
Daniel Erdely
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