THE GRAVITON TURBINE

What is gravity?

Gravity is the flux of gravi= tons. Every mass emits in given intervals an energy package. For example, a proton (and a neutron) releases energy with a ratio of 1.52x10^-7 part of its internal energy along 1 million years. At this ratio planet Earth relea= ses energy in the order of 5000 KW per square meter. The sun releases more than 150000 KW/m ² . Particles recover lost energy from theirs own kinetic energy. We must not forget that the whole so= lar system is moving at a very high speed around the galaxy’s center: 220 km/second. The sun generates heat and the thermal movement of atoms is more than enough to return lost energy. Planets are dragged if they lose speed. =

The mentioned energy is rele= ased in the form of gravitons. A graviton is a pressure-wave in the eter. It fol= lows quantum rules. Its structure is identical to that of an intron. It is possi= ble to say that a graviton is a solitary intron. An intron is formed by a moving particle; it pushes the particle in opposed sense to its own moving line. I= t is a wave. It is generated in front of the moving particle and it fades away at the back returning its energy to the particle to form the next intron-wave.= A graviton has exactly the same structure, but it moves alone. The interactio= n of a graviton and a particle is an energy interchange. When they meet, the graviton gives kinetic energy to the particle if it is possible to move such particle. If not (an object loaned on ground) the graviton goes away without any energy change.

Let us examine kinetic energ= y and potential energy. We already have seen that kinetic energy is due to the in= tron’s mechanism. When gravitons accelerate an object downwards it is easy to prove that a free-falling object’s kinetic energy is equal to the product of falling height by the object’s weight. So potential energy is the equivalent of kinetic energy.

A moving object (this time upwards) is decelerated by gravity. Kinetic energy of such object is remove= d by gravitons from the object’s introns. Such gravitons shorten; the obje= ct’s introns lengthen; gravitons leave the object having increased theirs energy, getting lost in deep space. A climbing object increases graviton’s energy; those gravitons go away with that removed energy. A falling object removes kinetic energy from gravitons that go away with less energy. <= /o:p>

Gravitons are conducted by e= ter. The movement (upwards or downwards) of an object is with regard the eter. Introns are formed due to the movement of such object against the eter. If = an object is still with regard to the eter, gravitons cross them without interchanging energy.

GRAVITON TURBINE

Observe diagram “GRAVI= TON TURBINE”. Red and green strips represent both high voltage electrodes. “EP” is actually a C-shaped eter-pump. A little more than half = of a ring-shaped wheel (a) is inside the eter-flow (f). The rest is out of such = flow (c). The straight arrow (e) indicates the flowing direction of eter. The th= ick bended arrow indicates the wheel’s spinning sense. “g” is the angle that takes the wheel’s mas= s to go out of the eter-flow.

At the left side (a) eter is moving upwards at the same speed as the wheel’s mass. Remember diagram “C PUMP” (previous chapter) where mass M is inside the eter flow moving with regard to the flow and being still regarding to the external wo= rld. On the contrary, the wheel’s mass of “a” side moves upwar= ds with regard to the external world and is still regarding to the eter flow. While “a” side is moving up gravitons accelerate it downwards w= ith regard to the eter in which is immersed. That eter is moving up with a given speed. When the mass enters into the “a= 221; eter flow its speed’s vertical component is less than that of the flow. Th= en the flow accelerates it downwards, like if it were gravity. Simultaneously gravity makes the same effect. Then the mass is accelerated as in free fall= ing. But it does not move towards the ground because the eter flow carries it upwards. Then, there is no torque at the left side. It means that the wheel’s left side weighs nothing with an appropriate intensity for the eter flow. Starting from the flow’s lower part, first time that part = of the wheel’s mass accelerates upwards with regard the flow, but reachi= ng (more or less) the third part of total height it begins to accelerate downwards. Integrating the whole effect, it is lifted by the flow but accelerated downwards by the same eter flow.

While it is inside the eter = flow, gravitons accelerate to the wheel’s mass downwards, but with regard to the eter flow. Actually it is in free falling inside that flow, but moving upwards with regard to the external world, moving inside the eter flow that= is adjusted to that difference. So the eter flow must be faster at the upper s= ide where such mass has accumulated more falling speed; it is achieved either narrowing the flow or increasing a little the whole flow. In the second cas= e, the EP is giving a little energy to the wheel accelerating it downwards. It causes no problem because gravitons do the same and the whole energy is rec= overed at the falling (c) side.

In a wheel without any etero= nic device, both sides are attracted by gravity downwards. At the climbing side gravitons remove energy from the wheel and at the falling side gravitons gi= ve energy to the wheel. Both amounts of energy are equal. Sum of removed energ= y of gravitons is null. It is trivial that in such wheel there is no torque. In = the graviton-turbine it is different. At the climbing side, due to the eter-flo= w, gravitons give energy to the wheel instead of removing it. Introns grow, instead of diminishing like in a common wheel.

The most important thing is = that, once reached the right part (c) the wheel’s mass has introns downward= s. Such energy is recovered at the right side due to just grown (and NOT diminished as in a common wheel) introns. But at the right side action of gravity is added and introns finish having double energy. Then we have free energy due to the falling of right side. It is the potential energy of the wheel’s right half added to the energy of introns acquired at the left side.

In other words, the potential energy we obtain at right side, in a common wheel is absorbed at the lifted left side. The eter pump makes a flow that reverses intron’s energy interchange.

We could say the left side w= eighs nothing and right side weighs the double. Gravitons do not absorb but relea= se energy, transferring it to the wheel as kinetic energy whose vector is orie= nted downwards.

In practical terms, a wheel = with 1 meter of diameter= that weighs 75 kg releases 1 HP if it spins at 1 rps. At 50 rps, of course, it releases 50 HP (37 KW). The high v= oltage generator needs (at least) 3 KW, the eter pump’s coil needs 1 KW. Clutched to a dynamo it releases more than 30 KW of theoretically free elec= tric energy. The real value is maybe near to 20 KW due to lost eter flow and lost energy (as happens in every electric device). The price is like (at least) = U$S 15000, but it needs NO FUEL. Moreover, it releases no pollution, no noise. Putting it in the basement (surrounded by a 50 cm thick water-wal= l), it does not disturb and the maintenance cost “weighs” less than the smallest fuel-made electric power’s bill. Not bad for a generating set used at home!

Building a big G-turbine (li= ke 50000 HP) the cost per KW is much less than in small equipments.

Summarizing, the graviton tu= rbine uses the energy of gravitons.

APPENDIX OF GRAVITON TUR= BINE

Maybe the concept of lifting= a mass inside an upwards-moving eter-flow without potential energy is a very unusual concept. Let us clarify it.

Keeping in mind the book “The Structure of Space”, it is possible to imagine a free-fall= ing mass where introns are “flashing” in vertical sense. Those intr= ons work absorbing eter below, storing it in the falling particles that, at its time, emit that eter above. Considering the surrounding eter further than intron’s length, eterons are in minimum energy state. Between the mass and any surrounding object there are no forces. Falling speed is determined= by intron’s length. Gravitons cross continuously the mass, accelerating = it, increasing intron’s energy (making shorter introns). Those gravitons leave upwards with less energy (longer gravitons). Kinetic energy of the ma= ss is increasing.

In other words, speed of suc= h mass is given by the amount of eter that introns pump through it upwards. Actual= ly, introns work as a pulsing eter-pump. The mass advances (falls) swallowing e= ter ahead (below) and returning it to space at the back (above).

Fixing any supporting-device= (like the wheel’s spoke that supports the ring-mass in “a” zone= ) it acts against the falling speed: introns accumulate eter above. The outcome = is a partial vacuum below, and a compressed eter above: a compressed eter-bulk that is loaned on the whole universe above, pushing down the mass. Such pushing force means a torque on the wheel, absorbing the whole potenti= al energy of “c” side. The mentioned potential energy generates the compressed eter-bulk. Removing eter above before the pushing bulk is compressed, such bulk is eliminated and there is no force. The removed eter= is returned below where there is a partial vacuum. Such vacuum is also elimina= ted by the returning eter and there are no pulling forces below.

Observe that if there is no gravity but only an initial falling speed of the mass, it is the same condi= tion with a continuous speed. Gravity makes the increasing of speed that, at its time, demands the increasing of the eter flow’s intensity. So the no-force condition goes on.

Due to the eter-flow there i= s no torque at the wheel’s left side, but gravity accumulates kinetic energy… downwards! Then gravitons, instead of releasing energy at rig= ht side and absorbing it at left side they only release energy at both sides, accumulating inertia-moment in the wheel.