Effects of Ion Cyclotron Frequencies on Human Resistance and Reactance in 31 Healthy Subjects

Abstract

In order to test the theory of Brizhik et al. about the dynamic allocation of acupuncture meridians on human body and their role as hydric paths for solitons, we tested the effect of both acupuncture and exposure to extremely low frequencies (ELF) tuned with suitable ion cyclotron frequencies. The similarity of the effects, inducing variations of body impedance measured in well-known acupuncture points, up to the interchangeability and the synergy of the two treatments, the mechanic and the electromagnetic ones, turns to be evidence of the validity of the theory. Resistance and reactance variations have been detected in a group of 31 healthy volunteers before and after stimulation with a standard sequence of cyclotron frequencies, emitted from an innovative electromagnetic therapy (EMT) device. These variations were then compared with the variations produced by the well-known percutaneous stimuli of mechanical and piezoelectric nature, and, in particular in this work, acupuncture. Our results show that the observed variations can be considered as significant in both groups: cyclotron and acupuncture. The greater variations brought about by the cyclotron treatment stand out clearly.

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“…This mechanism is assumed to be associated with resonances of ions that regulate the rate of biochemical reactions in the cells of biological systems. It is described in the scientific literature as cyclotron resonance [74][75][76][77][78][79][80]. Laboratory data demonstrate the influence of the ion cyclotron mechanism on the regulation of isolated myocardial cells [81].…”

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“…It is easy to check that from the classical Hamilton equations ṙc = (∂H/∂p) p=pc and ṗc = −(∂H/∂r) r=rc , where H is determined by the expression (9), the system of equations ( 3), ( 6) and ( 7) follows. Now making the usual replacements p z → pz = −ih∂/∂z and p ⊥ → p⊥ = −ih∇ ⊥ in (9), where is h the Planck's constant and ∇ ⊥ is the transverse gradient, we write the non-stationary Schrödinger equation in the coordinate representation:…”

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“…Cyclotron resonance has many applications in spectroscopy [10,11], accelerator technology [12], medicine [9], etc.…”

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