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Part 2 of 3 (Part 1, Part 3) Please see next week's issue for the 3rd part of this article.
Scalar fields and bioenergetic information transfer
Scalar Waves
The American physicist Thomas E. Bearden popularized the concept of "scalar waves". Bearden gave it a meaning, which needs clarification, since it involves a reinterpretation of the conventional physics scalar field concept.
In this context, the concept stands for a new kind of unconventional non-electromagnetic field, presumably of a more fundamental nature than electromagnetic fields, for which there are also other names in circulation, such as quantum fields, tachyon fields, gravity fields, neutrino fields, Tesla waves, non-Hertzian waves or longitudinal waves (Bischof, 1995, 1998).
However, these terms do not always necessarily denote the same thing. These fields are as yet unknown to orthodox physics; only in the last few decades have they been discussed and investigated in the context of proposals for the expansion of electromagnetic theory in particular and the physical world-view in general.
There exist a number of devices with which, according to their inventors, scalar waves can be generated; our latest information is that are not yet any measuring instruments that can confirm the existence of scalar waves. Some experiments carried out by a few researchers permit the conclusion that scalar waves have biological effects, but more research is needed for full clarity on the matter.
Besides scientifically supportable extrapolations, there are countless wild speculations circulating on the topic of these fabulous scalar waves. These are just some of the properties -- some of them confirmed or at least possible, and some very speculative -- that have been ascribed to scalar waves: According to Glen Rein, scalar waves possess a number of unusual properties:
The reproach that a computer-driven, scalar-wave-based testing system -- such as SkaSys -- is nothing more than techno-superstitious belief in a "non-human" technology misses the essential point entirely.
The Physics of the Vacuum Whereas the vacuum of classical physics denotes "empty space", in quantum physics the term stands for the lowest energy state and greatest stability, the "ground state" of a system. In quantum field theory, which treats all physical systems as systems of fields, all fields and particles are treated as different excitation states of a vacuum field.
Every kind of force or particle has its own vacuum state. In its ground state, the electromagnetic field still possesses residual energy (due to the Heisenberg Indeterminacy Principle) known as "zero-point energy" and indicated by "zero-point fluctuations". The same applies to the vacuum states of the other physical forces and particles.
In other words: The "empty space", in which all force and matter fields have zero average intensity, is in reality filled with the ceaseless activity of "ghost particles" and "phantom fields" that wink in and out of existence with extremely short lifetimes. However, under certain circumstances, these "virtual" particles and fields can become real.
The vacuum is thus the interface between a fundamental region of pre-physical potentiality and the region of physical actuality, in which the processes of material manifestation take place.
As Bischof and Zeiger have recently shown (Bischof 1998b, 1998d; Zeiger 1998; Zeiger and Bischof 1998), understanding the vacuum is the indispensable foundation of a real quantum biology and quantum medicine.
However, it is not enough to take into account only the effects of the electromagnetic vacuum, such as the "Casimir Effect", but rather the unified field of all physical forces, whose vacuum -- the fundamental "mother of all vacuums" -- constitutes the real "primordial ground" of the physical world.
This fundamental vacuum is an information (or consciousness) field that pervades the entire universe, that forms the matrix of all manifestation, like an ocean out of which all that is manifest arises and into which, after its course is run, it once again disappears. Important work into the nature of this primordial ground and its relationship to matter and consciousness has been done by David Bohm (Bohm 1985; Bohm and Hiley 1993), who points out that the "implicate order" -- the name for the vacuum in Bohm’s model -- also represents the fundamental level of reality on which everything -- that, on the level of the "explicate order", appears to our everyday perception as discrete "objects" -- is united to form a whole . Electromagnetic Potentials and Scalar Waves -- More Fundamental than the Electromagnetic Field Scalar waves -- our summarizing term for all non-conventional non-electromagnetic fields -- which we are currently discussing, are a kind of electromagnetic potential.
Potentials of this type are part of Maxwell’s electromagnetic theory (Maxwell 1871); yet to this day, they continue to be regarded by most physical scientists as purely mathematical quantities with no physical significance. However, since the discovery of the Aharonov-Bohm Effect (Aharonov and Bohm 1959), we now know that potentials represent a physical reality and have measurable physical effects.
They are more fundamental than the electromagnetic forces that arise from them, and which are really no more than practical conceptualizations of the observed energy and impulse transmission rates in the electromagnetic interaction. The magnetic vector potential is an impulse potential -- i.e. a "supply" of potential field impulses available to move charges; the electrical scalar potential is a supply of potential field energy that is stored when a charge is introduced into a field (Zeiger and Bischof 1998). According to William Tiller, the potentials have an important mediating function between the vacuum and electromagnetic fields, as well as the macroscopic quantum states of solid matter, because they control the quantum-biologically central phase of the electromagnetic fields. In Tiller’s conception, they
Using Non-inductive coils to Generate Scalar Waves
Electromagnetic potentials (scalar waves) are generated by means of certain specific geometric arrangements. Currently, various types of antenna geometries (coil windings) are used for this purpose (Reed 1980; Dea 1984; Moray 1989; Grotz 1993), including
The essential element in all these arrangements is the generation of reverse current flows in current-carrying conductors having non-inductive geometries, in which the resulting "anti-parallel" magnetic fields cancel each other out through [destructive] interference. The basic principle here is that, in the "zero-vector field" thus generated, potentials can persist whose magnitude is greater than zero. Scalar waves based information transfer By using scalar waves for the field induction of drug oscillations for the first time you are now able to take a precise drug test without electromagnetic devices and without point measurement as well. So any adverse effects of the appliance on the patient are absolutely excluded.
SkaSys® uses the "Moebius-Principle" to create scalar waves: Common electromagnetic audio-waves are converted by a Moebius-loop into scalar waves..SkaSys® comes with a "Transducer-loop" which creates the scalar field; this field is induced by specific information -- of remedies, organs, emotions, cell organelles etc. -- by the audio-files coming out of the computer. With the AR-Test it comes to evident changes in dysbalance when classic music -- like Mozart, Bach, Vivaldi, etc. -- is conducted into the transducer loop. This effect seems to be deeper and more profound, but similar to listening to this music. We call the Harmonizing effect of the transducer loop.
This article will be continued in next week's issue.