Issue 17 - Free-Energy Devices
Issue 17 - Free-Energy Devices
Issue 17 - Free-Energy Devices
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quantity will be determined by the cells and<br />
electrodes’ heat exchange with the environment’s<br />
heat. In the case with the dilatable intermetal<br />
plumbumides of Na Ph kind, a polarity of<br />
4 9<br />
generator electrodes’ change will happen at the<br />
diffusion of super dense polyatomic cubic [6] lead<br />
unions[Pb4-Pb } to the peripheral anode and the<br />
8<br />
light ions Na + + , NH clouds on the cathode. The<br />
4<br />
+ portions’ NH / [Pb9 ] 4<br />
4- masses correlation<br />
compiles 1/103.<br />
Side effects<br />
It is known that sheloch metals push out the<br />
hydrogen from ammonium with some time or at<br />
the canalization’s presence in an analogy with<br />
water: Me=NH 3 =MeNH 2 + 0.5H 2 (K=3x100 -9 [5]),<br />
to which a very small, but visible solvent’s<br />
autoprotolisys furthers. For the hardly dissolving<br />
in ammonium lithium amides and for natrium<br />
LiNH 2 and NaNH 2 hydrogen’s extraction appears<br />
to be an irreversible reaction. The ammonium’s<br />
dissolving speed’s raising with the electrically<br />
positive dilatable metal’s growth, which is from<br />
lithium – to cesium. However, if for the light metals<br />
Li and Na this reaction is unturnable (the<br />
crystallization of LiNH 2 or NaNH 2 and leaving the<br />
reaction zone), then in case of the well dissolved<br />
amides K,Rb, Cs the corresponding reaction turns<br />
out to be reversible, the reaction constant number<br />
compiles K=5x10 4 [4,5]. A pressure growth of the<br />
highly dilatable in ammonium hydrogen will be<br />
helping to the reaction’s reversibility too. So, to<br />
prepare the working electrolyte for the “ammonium”<br />
TEN is congenially by dilution not clean metals, but<br />
with an addition of their hybrids Me + H - and of the<br />
same type.<br />
The other side reactions under the low working<br />
temperatures may be the scheme of the free<br />
ammonium (NH 4 ) o formation and its disintegration<br />
[5]. So, the hydride-ions H - , having comparably long<br />
effective radius about 0.155 nm and approximately<br />
on three levels less density than the hydrated “naked”<br />
protons H + , become the competing negative charges’<br />
carriers in ammonium electrolyte in the same row<br />
with solvatated electrons e - . As we see , the electric<br />
transfer’s closed cycle schemes are possible not only<br />
by solvated electrons and in an ammonium<br />
environment, but also in halogen –hydrogen,<br />
nitrogen-acidic, liquid SO 2 , Cl 2 , Br 2 and other<br />
connections, including complex, some eutectic salt<br />
melts, or even cryogenic F 2 , O 2 , H 2 . Perhaps, a schemes<br />
of the thermal electronic pumps with a solid<br />
electrolyte, on the base of Pb, Ni, Pt, dissolving<br />
hydrogen with its ionization on elemental particles:<br />
electron e- and proton p+. At this the dislocated<br />
electron is “solvated” in the conduciveness zone, and<br />
the moving “proton gas” H + is able to tunnel through<br />
the metal-solvent’s fixated ion structure. The<br />
theoretical proportion of the charges’ e - /p + carriers<br />
masses in this case is 1/1836, which is on lever than<br />
in the water solutions.<br />
As we see, at a low enough absolute temperature,<br />
when the thermal (mixing) ammonium molecules’<br />
or metal-solvent structure atoms’ movement is small<br />
enough, some separation of the different mass ions<br />
may happen even in the gravitational Earth’s field<br />
(1g) conditions, because the efficient density of the<br />
“electronic gas” at 5 or more levels lower than metal<br />
ions’ density. In other words, at the fixated vertical<br />
pipe’s with a metal-electronic solution ends a nonzero<br />
difference of electrical potentials must be<br />
observed. (!). According to metal’s accumulation at<br />
the bottom end of the pipe, the discharging current<br />
will be decreasing, but a periodical pipe’s turning<br />
“upside down” reanimates the “thermal-galvanic<br />
element” at 100%. The force of the floating up low<br />
density electrons in a solution in the external<br />
gravitational field is the “electronic pump’s” driving<br />
force EDS, and “the friction forces” – the thermal<br />
(Brown’s) particles’ motion, the solution’s thickness<br />
and the electrical resistance. The last mentioned<br />
factors will be seeking for zero at the superconducting<br />
ion systems. For the comparison: in an EVG reactor<br />
with a diameter 0.3 m with circle rotation speed of 52<br />
m/sec the difference of the potentials on electrodes<br />
is about 0.03 V at the used ions H + /BrO 3 masses’<br />
equilibrium of around 1/128 [1]. In ammonium<br />
solutions an electron’s and metal ion’s masses’<br />
equilibrium reaches: for kalium – 7.16x10 4 ; for<br />
rubidium – 1.57x10 5 ; for cesium – 2.44x10 5 , which is<br />
on three levels higher than the ion’s H + /BrO 3 masses<br />
equilibrium in the EVG electrolyte. An approximate<br />
calculation of the closed electric transfer cycle in<br />
ammonium solutions of rubidium and cesium gives<br />
an evaluation of the expected potentials’ difference<br />
at the ends of every cell of 0.1 m high at about 0.8 V<br />
during the rotation around the circle with a radius of<br />
0.5 m with speed about 200 m/sec. A follow-up<br />
connection of many spherical cells-reactors on one<br />
spindle will give away the necessary EDS, and in<br />
addition to that, the gathering electrical power is<br />
limited by the heat exchange’s efficiency of (self<br />
cooling) cells and electrodes’ surfaces with the<br />
environment’s heat. It is sensible to incorporate the<br />
cells-reactors in the engine-propeller empty blades<br />
28 New <strong>Energy</strong> Technologies, <strong>Issue</strong> #3(18) 2004