133 lines
6.4 KiB
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133 lines
6.4 KiB
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(word processor parameters LM=8, RM=78, TM=2, BM=2)
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Taken from KeelyNet BBS (214) 324-3501
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Sponsored by Vangard Sciences
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PO BOX 1031
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Mesquite, TX 75150
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August 22, 1990
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Another Snow Job
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from Nature Jan. 89' with Vangard comments
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No two snowflakes are alike. That's a "bit of folk wisdom that is
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generally accepted even among those few regarded as experts in the
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subject," says Nancy Knight, a researcher at the National Center for
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Atmospheric Research in Boulder, Colorado.
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So much for folk wisdom. As part of a study of cirrus clouds for
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NASA, Knight found two crystals with IDENTICAL STRUCTURES. During a
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research flight into a Wisconsin snowstorm, she collected some
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snowflakes on a glass slide coated with oil.
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MORE THAN A YEAR LATER she re-examined the photos of the flakes and
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noted the similarity. Not only that, the shape of the crystals -
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which have thick asymmetrical hollow columns in the center - is
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unlike anything she's observed before or found in the literature.
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She reported her findings in the May Bulletin of the American
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Meteorological Society. With the coming of colder weather, interest
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in her findings has been, well, snowballing.
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Crystals such as Knight found begin as solid hexagonal prisms and,
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due to the effects of temperature, humidity and fall rate, develop
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hollows in their centers. That happens because growth on a
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crystal's face is faster on the edges than at the center.
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Past observations have shown that the hollows are symmetrical on
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both ends of the crystal. The hollows Knight found are not,
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suggesting that the crystals DID NOT FALL HORIZONTALLY, as usual,
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BUT VERTICALLY.
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The old folk wisdom may still have a basis, Knight said. It's
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possible that at the MOLECULAR level no two snowflakes are alike.
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Vangard comments...
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Vibrating waveplates or surfaces take on geometric forms
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dependent on the interferences which occur between the
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wavefronts. These were discovered and investigated by Ernst
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Chladni and later researched by Dr. Hans Jenny.
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A sonic field of any complexity (determined by the number of
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frequencies involved) can be projected into the air, as indeed
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happens with speakers in our stereo systems.
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In 1926, Dr. Henri Coanda discovered a wall-attachment phenomenon
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now known as the Coanda effect. Whenever a jet flows into a body
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of stagnant fluid, it entrains some of the surrounding stagnant
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Page 1
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fluid and starts it into motion. As the fluid is ejected,
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replenishing air moves into the evacuated region to create a
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pressure differential. The pressure in this region is at a high
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vacuum (very cold area) which is utilized as a basis for the
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machines which create "snow".
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Now, if at the formation nozzle of the snow machine, we were to
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project an intense sonic field having a specific geometric form,
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all snowflakes formed at that location would be identical, since
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they are all formed in the same controlling field.
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An interesting idea since each snowflake is a crystal. If all
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the crystals were "tuned" in such a manner, then we would form a
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giant crystal which might have unusual and "tuneable" properties.
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Of course, these properties would be wholly dependent on the
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geometry of the snowflakes. In the case of Ms. Knights'
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identical snowflakes, we find it of interest that they were not
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examined for a period in excess of one year.
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Were they the same when originally captured on the oil slide? Is
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it not possible that one snowflake was vibrating at one frequency
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and at high amplitude while in the presence of another snowflake
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which was vibrating at a lower amplitude and a DIFFERENT
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FREQUENCY?
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In such a case, the weaker snowflake would be "entrained" or
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forced to vibrate at the more powerful frequency which, over
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time (one year), would cause a definite transmutation into a copy
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of the stronger sonic field.
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The natural formation of snowflakes then leads us to a possible
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new technique for monitoring subtle energies, whether acoustic,
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magnetic or electric. Using a machine like a Coanda driven snow
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generator, we could project Radionic, homeopathic, acoustic or
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other types of complex energy forms to see the results as encoded
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in matter.
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We would then see a 2 dimensional Mandala representative of the
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3 dimensional form. When "replayed" it would again generate a 3
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dimensional matrix identical to the original.
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(for further reading on this subject try
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VEDA1.ZIP and CHLADNI1.ZIP on the KeelyNet)
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--------------------------------------------------------------------
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If you have comments or other information relating to such topics as
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this paper covers, please upload to KeelyNet or send to the Vangard
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Sciences address as listed on the first page. Thank you for your
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consideration, interest and support.
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Jerry W. Decker.........Ron Barker...........Chuck Henderson
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Vangard Sciences/KeelyNet
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--------------------------------------------------------------------
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If we can be of service, you may contact
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Jerry at (214) 324-8741 or Ron at (214) 484-3189
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Page 2
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