Principles of gravity manipulation and ``Stargate``- technology via Quantum Vacuum

Description:  In addition, from Coulombs constant, we derived the ``Planck charge`` and the corresponding density of virtual vacuum pairs
Author:Carlos Calvet Ph.D.
ISBN: 3110114526   ISBN: 3110114526   ISBN: 3110114526   ISBN: 3110114526 
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Principles of gravity manipulation and “Stargate”
-technology via Quantum Vacuum

Journal of Theoretics, Vol. 4, No. 4, August 2002 (preprint)

Carlos Calvet


By expressing natural constants in terms of Planck units, we found that Universal Gravitation Constant is the inverse of vacuum density matter-equivalent and the square of Planck time, being the former equal to Planck mass divided by Planck volume. The corresponding new equation of gravitation reveals that gravitation can be manipulated via vacuum energy. “Weak gravity shielding experiments” are interpreted as the likely result of uploading photons from E.M.-fields to vacuum by using superconductor arrangements.

In addition, from Coulomb’s constant, we derived the “Planck charge” and the corresponding density of virtual vacuum pairs. Planck charge can be understood as 6 strings existing in a Planck volume, equivalent to the 6 dimensions supposed to exist at string level. By combining both models, it results that quantum vacuum is a six-dimensional space that links elementary particles through the “other side”, thus allowing entangled particles to display well-known non-locality properties. In consequence, strings are not mutually isolated Kaluza-Klein spaces, but all strings are interconnected via quantum vacuum.

Matter waves produced by Bose-Einstein condensation are therefore the likely result of fusing supercold Kaluza-Klein spaces together, and represent an “event horizon” that marks a path between spacetime and quantum vacuum. By condensing large amounts of solid matter, so-called “Stargate” technology could be in reach within several decades or less.

Key words: Gravitation, zero point energy, inertia, electrogravity, Coulomb’s Constant, Planck charge, virtual pairs, quantum vacuum, event horizon

In two articles [1], [2], we derived respectively the Universal Gravitation Constant (G) from Planck units and demonstrated that, spacetime and quantum vacuum (QV), are two different spaces.

Because Newton’s equation of gravitation has two components (a constant G and a variable mass component [m1m2/d2), these two components can be treated separately, since they are independent. In consequence, gravitation can be considered a combined force, consisting of G (as demonstrated, a QV function) and conventional “mass attraction”, the latter produced by gravity fields and/or spacetime geometry according to the corresponding theories. This principle of independence allowed us to calculate inertia for mutually attracting and/or otherwise accelerated bodies, finding that inertia has a very high value, so that its fundamental effect is probably that of marking a clear distinction between fermions (matter) and photons (light), the latter not being affected by inertia.

While “mass attraction” depends only of mutually attracting masses and their relative position or distance, G (a so-called, “non-derivable constant”) resulted to be effectively derivable and is the exact inverse of “vacuum mass density equivalent” (5.156x1096 kg/m3) (Planck mass divided by Planck volume) and the square of Planck time, the former having already been predicted before as a approximate value, e.g. in 3. The new equation of gravitation resulting from substituting G by Planck units reveals that vacuum density (analogous to Zero Point Radiation ZPR) affects gravity inversely. This means that, if we managed to increase ZPR, gravity would decrease and vice-versa. (In fact, the very small value of G 6.673x10-11 m3kg-1s-2 already suggests that there is “something” that weakens mass attraction. We found in [1that this “something” is ZPR).


Quantenmechanik, Bd.1: Band 1
von Albert Messiah,
Joachim Streubel
Siehe auch:
Quantenmechanik, Bd.2: Band 2
Quantenmechanik (Qm I): Eine Einführung …
Quantenmechanik 1 + 2: Band 1+2
Principles of Quantum Mechanics
Introduction to Quantum Mechanics (Pie)
Grundkurs Theoretische Physik 1: Klassische …
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