Thanks for a very well written description of this concept. I generally use one of Hans Jenny's videos in my
workshop to illustrate this concept.
If I might add a bit on to your explanation and relate it to ORMUS: Imagine that the ORMUS elements can function as
quantum coherent resonators. Now imagine that these resonators hang out inside of the balloon and that the balloon
is a water molecule. If the resonators changed frequency then the shape of the water molecules would change in
response.
I have written three articles on this theory starting in 2002:
You are getting into Sympathetic Vibration & Fractal Geometry. From a physics [ PHI - CYCLES
] point of view, the fundamental basis of all natural phenomena is vibration. All natural forces manifest to us in
a vibratory or cyclical manner.
Standing Waves - sound and form - When a vibration or wave reflects off of something, such as another wave,
it can interfere with its own reflection. The interference is alternately constructive or destructive as the two
waves move past each other. This creates a standing wave . Only waves with certain frequencies can create standing
waves. This is because the distance from one node to the next must always be some fraction of the total length (one
half, one third, etc.).
All objects have a frequency or set of frequencies with which they naturally resonate when struck, plucked,
strummed or somehow disturbed. Each of the natural frequencies at which an object vibrates is associated with a
standing wave pattern. When an object is forced into resonance vibrations at one of its natural frequencies, it
vibrates in a manner such that a standing wave is formed within the object. So the natural frequencies of an object
are merely the harmonic frequencies at which standing wave patterns are established within the object.
These standing wave patterns represent the lowest energy vibrational modes of the object or complex system.
While there are countless way by which an object can vibrate (each associated with a specific frequency), objects
favor only a few specific modes or patterns of vibrating.
The favored modes (patterns) of vibration are those which result in the highest amplitude vibrations with the least
input of energy.
In 3D standing waves, a structure, with all characteristics of a platonic solid, is formed for each standing
wave mode. Within an atom, which is the building block of matter, the platonic solid is not formed by salt or known
particles, but by electromagnetic waves in vacuum.
Both the students of Buckminster Fuller and his protege Dr. Hans Jenny devised clever experiments that showed how
the Platonic Solids would form within a vibrating / pulsating 3D sphere.
In the experiment conducted by Fuller's students, a spherical balloon was dipped in dye and pulsed with pure sine
wave sound frequencies. A small number of evenly-distanced nodes would form across the surface of the sphere, as
well as thin lines that connected them to each other.
If you have four evenly spaced nodes, you will see a tetrahedron.
Six evenly spaced nodes form an octahedron.
Eight evenly spaced nodes form a cube.
Twelve evenly spaced nodes form the icosahedron
and twenty evenly spaced nodes form the dodecahedron.
The straight lines that we see on these geometric objects simply represent the stresses that are created by the
closest distance between two points for each of the nodes as they distribute themselves across the entire surface
of the sphere.
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