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fig. 6
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fig. 7
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fig.8
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fig. 9
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Figures 6 trough 9 show the information of
growing areans of fusion to necrosis in the neoplastic population (Grade 2)
Hypothesized
Mechanism
It
is thought that the chromosomes, following the messages received as a
result of the variations of potential
in the cytopiasmic membrane, activate through electromechanical effects
the emission of messages by the genes that regulate cell dynamics for normal
cell functions or for the
mitochondrjal
activities for ATP production.
An electricai cjrcuit composed of a zener
diode attached to the base of a bipoiar transistor is offered as a model
for the operation of the mitochondrion. The zener diode represents the
on/off puise operation of some cell functions, the combined circuit
impedance represents the impedance of the giycoproteinic sensors present on
the nuitochondrial membrane, and the transistor represents the ATP
activation process.
It
is supposed that the excessive production of ATP is related to an alteration
of the glycoproteinic sensors present on the mitochondrion membrane with
consequent Iowering of the impedance that in turn does not discriminate between
the signals in frequency and activates the production of ATP in an almost
continual way. The cancer cell would therefore go into mitosis due to the
excess of ATP. Static magnetic fieids and square wave pulsed electric fields
are used to act on the mitochondrial membrane, increasing the impedance of
the glycoproteinic sensors through the lengthening of the polyglycidic
chain. A puised electromagnetic field in phase with the electrical signal is
used to interfere with the communications between the genes and the
protopiasmic giycoproteinic compiexes involved in the promotion of cell mitosis.
It
is thought that the impedance of the mitochondrial membrane to the messages
coming from the genes increases with the electromagnetic treatment and
with increases in the malignancy (the highest impedance for undifferentiated
tumors). This is reiated to a greater aiteration of the sensors of the
undifferentjated tumors and therefore to their greater predisposition to
the bond with polyglycidic chains. The undifferentiated cancer cells,
because of the high impedance induced on the mitochondrial membrane by the
electromagnetic treatment, stop producing ATP and therefore enter into
necrosis.
Following the treatment the differentiated cancer cells have an
impedance which is still sensitive to some messages coming from the chromosomes
promoting the normal production of ATP, so these cells change their state of
mitosis; however, they continue to uve in a quiescent state (vegetative
form of life).
The
normai cells are not infiuenced by the electromagnetic treatment as the
impedance of their mitochondriai sensors is not altered; therefore, they are
not modified and remain sensitive to messages that arrive from the
chromosomes for the activation of the ATP synthesis.
ClinicaI
Application
Studies recently carried out reinforce the hypothesis that different
classes of proteins change in response to electrical field forces induced by
oscillating electric
and
electromagnetic fields at predetermined frequencies and intensities, and
suggest that there could be biological effects that might halt the mitosis
of neoplastic cells. The use of a static magnetic field of 5 mT for 50
to 60 minutes has changed the lectinici bonds of specific sites on the membrane
surface of erythrocites with a consequent alteration of the ATP content
(104). T
he variation of the lectinici bonds is considered by the authors
as an indicator in the changes of the glycoproteinic complex.
Pulsed
square wave magnetic fields with a frequency of 10 Hz and an intensity of 10
mT on animals in vivo modified some biochemical blood parameters and
produced significant effects on the erythrocite count and the concentration
of hemoglobin, calcium, and plasmatic proteins. The mechanisms of the
observed effects are probably
tied to the influence of the magnetic fields on the ionic permeability and
capacitive reactance of the membrane due to changes in its lipid component,
on the liquid crystalline structure, and on the enzymatic activity of the
ionic pumps dependent on ATPasi (105).
Fields
of 2 KV/m with frequencies from 1 KHz up to 1 MHz activate the Na+ and
K+ pumps in the ATPasi in human erythrocites. The authors suggest that the
interactions that permit the free energetic coupling between the hydroiysis of the ATP and the
pumping of the ions is of the coulomb type.
The
results obtained indicate that only the ionic modes of transport necessary
for the synthesis of the ATP for specific physioiogical conditions were
influenced by the applied electrical field, and some types of reactions are
not expilcable in chemical terms but only as related to electrogenic
effects (106).
The use of puised square wave electric fieids with an
amplitude of 1050 voIts, an impulse width of 100 microseconds, and a
frequency of 1 Hz have strengthened the antineoplastic effect of the
bleomicina in the growth of fibrosarcoma SA-i, malignant melanoma Bi6, and
Ehriich ascitic tumors (EAT) (107, 108). Electromagnetic fields at a
frequency of 7 MHz have been measured concomitant with cell mitosis
in culture yeast cells (109). It is known that the ciclines (e.g., P16 and
P2i) have an important role in the processes of mitosis on cancer cells
(110) The ciclines use the terso P. of the ATP.
Classically
this second type of interpretation has produced fundamental clinical
instruments, such as, for example the electrocardiogram, the
electroencephalogram, and more recently the nuclear magnetic resonance (2,
31, 32). The interest in the study of the interactions between
electromagnetic fields and living matter is placed, therefore, on three
levels:
1. Prevention—the
way electromagnetic fields
influence the
development of illnesses (33 -47)
2. Diagnosis—the way endogenous
bio-electric signals and weak electrical and magnetic fields, associated
with bio-moiecules correlate to the state of health (11, 48, 49, 50, 51)
3. Treatment—the way biological structures and functions can be
modulated by means of electromagnetic
fields
(16, 17,
18,
19, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66,
67, 68, 69, 70, 71, 72, 73,74, 75)
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