Stone Antennae: Analogs of electrostatic capacitance antennae
The use of stone towers in the ancient world went beyond the militaristic function of turrets on castles. In many cultures the stone tower was a kind of induction antenna for cosmic forces. Cosmic forces from the stars were generally held to be the source of fertility in the land. Towers or even upright stones were placed so as to direct cosmic forces into the ground. These induction towers have an analog today in technical devices known as electrostatic capcitance antennas. These antennas allow weak signals to be induced into devices like car radios. In the stone tower the formulation of the composition of the stones and their layering is alchemically significant and can be compared to the patterns of the flow of current in an induction antenna.
The basic polarities of salt and sulfur are brought into interaction by the arising of a third force between the poles. This third force is known as the mercury process. It is characterized as a rhythmic interplay of the two polarities. In the physics of the Leyden jar, for example, a weak charge is conducted through metal plates. The current flowing through the plates is a sulfur process. The glass insulator (the dielectric) causes the charge to oscillate between the two plates. First one plate has the charge of positive energy, then this charge breaks through the glass, being attracted by the negative charge in the other plate. The dielectric repulsion of the glass is the salt (dividing) process. The flow of current from the positive plate to the negative plate is the sulfur (uniting) process. The oscillation of the charge from one side of the glass to the other is a mercury process.
As the mercury continues to rhythmically pass the charges from positive to negative, a third property arises in the glass itself. This property is known as induction. Glass, being an insulator (salt), will not discharge into a current. The elastic, rhythmic oscillation of the mercury process, however, "stretches" the glass so that a free space is formed between its layers of inner silica membranes. It is between these membranes that the oscillating charge is inducted and slowly builds in power. With such an oscillating capacitor, a very high voltage can be induced in the glass, which normally repels electric charges as a dielectric. (salt = separation)
Ancient technology was not based upon the production of currents pushed through wires, used the inductive capacities of stones to amplify weak stellar and planetary forces and condense them for use in agriculture. From the use of gemstones on crowns, scepters, and breastplates, to the construction of pyramids, obelisks, towers, mounds, and stone circles out of common rock, the ancient world found the use and propagation of electrostatic fields to be a source of renewal and life enhancing forces for their crops, animals, and themselves.
Stone structures of the utmost subtlety and mathematical precision are found in all ancient cultures far back into megalithic times. Most show strong orientation to solar or lunar coordinates. Some, like the stone towers in Ireland and England are terrestrial maps of circumpolar and zodiacal star groups. All these works, from the most primitive to the most sophisticated, share in common the layering of stones in precise mathematical forms.
This author, in hopes of researching the use of stone structures as capacitance antennas for solar and lunar forces, has constructed several stone towers in a garden. The towers are composed of alternate layers of a granitic rock (diorite) and a finely layered micaschist with pure silica layered between the mica layers. The diorite layers are used for their insulative properties. The micaschist layers of rock are used for the dielectric, paramagnetic properties. Together, they form a stone paramagnetic, dielectric capacitor antenna. In theory, such an arrangement should induce weak solar and lunar fields and amplify and store them without creating currents.
NOTES ON STONE ANTENNAE CONSTRUCTION - Research performed by Karl Jansky in 1932 has established the length of a solar radio wave at 14.6 meters. If we wish to capture a signal with an antennae, then it is necessary to create a harmonic between the length of the signal wave and the height (length) of the antenna. The simplest relationship would be one-to-one. This would, of necessity, create the need for a tower over forty feet tall. Celtic round towers are in existence which are actually almost twice that height. This would make them good receptors to solar radio waves.
In the construction of an antenna, however, there are some other variables that should come into consideration. One variable is that the length of an antenna is more effective if it is not a whole wave-length long, but only a fraction (usually one half) the length of the wave. The reason for this is that the signal can be found to resonate back and forth in the antenna creating amplifying interference patterns. If the length of an antenna is exactly _ the length of the wave it is trying to intercept, then the incoming waves of the signal meet the reflecting waves in the antenna at exact harmonic intervals. That is, the peaks and troughs of the waves will be in the same places no matter whether the wave is coming in from the source or is moving in the antenna itself. This creates what physicists call a standing wave and it greatly enhances the strength of reception of the signal.
Nicholas Tesla found in his research into inductive capacitance; that an antenna shows most induction when it is tuned to one quarter (.25) length of the signal. Since the objective of the stone antenna is to increase induction of solar waves, the length of _ x 14.6 meters was chosen as the basic height of the antenna. This makes an ideal antenna height for solar induction of 3.6 meters or 11.5 feet.
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