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Earth Expansion and Gravity

A common idea among those who believe that Earth is an expanding planet is that the expansion explains the impossibly large size of the dinosaurs. However, expansion in itself, without an enormous increase in dense matter, would lead to less surface gravity, not more.

The matter supplied to feed the expansion would have to be just as dense as the rest of our planet in order to result in a one to one increase in gravity relative to Earth’s diameter. This was pointed out by Peter Woodhead in a short paper he wrote back in 2015.

If the added matter was anything less dense than rock and iron, surface gravity would grow very little with Earth’s expansion. If the added matter was something as light as hydrogen, surface gravity would go down rather than up.

For surface gravity to have grown as much as is required in order to explain such impossibilities as the Quetzalcoatlus, Earth must have accumulated a very large amount of extremely dense matter.

Calculations put forward by Stephen Hurrell in his work on dinosaurs and the expanding Earth indicate that a one to one relationship between Earth’s diameter and surface gravity is on the low end of what is required.

Certainly, in the case of the Quetzalcoatlus, gravity must have been a lot less than half of what it is today. Yet, the flying giant existed in times when Earth was already expanding, and therefore more than half the diameter that it has today.

Making this even more problematic is the fact that the expansion of our planet is coming from within. It is not due to space dust accumulating on Earth’s surface, because such an accumulation would not produce the sort of rifting and uplifting that we observe. Yet, there is no known mechanism in which a planet can spontaneously start producing extremely dense matter below its surface.

South pole view of the expanding Earth

Earth’s expansion seen from the south pole, with oceans as rift zones

However, there is a mechanism proposed by Halton Arp in which existing matter becomes more massive over time. In his work on quasars, Halton Arp noted a phenomenon in which inertial mass appeared to be linked to the age of matter. Young matter is less massive than old matter.

He termed this the intrinsic red-shift, and he proposed that this was due to a process in which radiation condenses onto matter as mass.

Of particular interest to the problem of dinosaurs and their sizes is that this solution gives an answer to an often ignored fact. Dinosaurs were not only too big for their weight, they were also too big for their own inertia. Their long necks would have been impossible to control due to inertia. The Quetzalcoatlus would have snapped its neck as it tried to hunt down prey with the tip of its enormously long beak.

A further advantage of Halton Arp’s mass condensation is that it suggests an increase in mass of both our planet and its inhabitants on its surface. Since the force of gravity is calculated by multiplying these two masses, we no longer need as much added mass to Earth as we would have required if the change in gravity was due to a change in Earth alone.

Coulomb's law compared to Newton's law

Forces are calculated by multiplication of the elements involved

For gravity to have increased by 4 times, we would need Earth’s mass to have increased 4 times if Earth was only contributor to the change. However, if both Earth and its inhabitants were to increase their mass, it is sufficient for each to increase in mass by 2 times. Earth no longer needs to quadruple its mass.

Halton Arp’s mass condensation solves the problems of both gravity and inertia related to dinosaurs.

However, there is nothing in Halton Arp’s theory that requires Earth to expand. Mass condensation does not make atoms bigger, only heavier.

This means that the relationship between Earth’s expansion and Earth’s increased gravity is far less direct than most Earth expansion proponents intuitively believe.

In my book, I suggest that expansion is due to radioactivity that happens to be a bi-product of mass condensation.

Radioactivity increases the volume of matter inside our planet. Whenever an atom decays through radioactivity, we end up with an extra atom or two. Where there was once one atom, there are suddenly two, or more.

However, this raises another problem. The expansion due to radioactivity reduces surface gravity, and it is somewhat doubtful that mass condensation is happening at a sufficiently rapid rate to outpace the expansion to the extent required in order to fully explain the dinosaurs.

I have therefore come up with another suggestion related to gravity. I’ve proposed that gravity of highly charged matter is greater than gravity of neutral matter.

This would mean that the capacitance of our planet must be taken into account when considering the overall effect of expansion on gravity.

Capacitance is related to size. An expanding planet is therefore increasing its capacitance. If there is a hollow at the core of our planet, as some believe, the capacitance will increase all the more.

Putting all these pieces together, we get a mosaic of interrelated mechanisms that together explain why our planet is expanding and how gravity at our planet’s surface has grown as much as it has, despite relatively little radiation and mass accumulation.

Each factor on their own would not be sufficient to explain the expansion and increase in gravity. However, when put together, there is good reasons to believe that gravity has increased by a very large percentage, and that inertia has had a large increase too.

Gravity may be as much as 4 times greater today than it was back in the time of Quetzalcoatlus. It may be 5 times more than it was in the time of the Meganeura. Inertia may likewise be somewhere between 2 times and 3 times greater today than in the past.

This Post Has 4 Comments

  1. I followed your comment in Electric Universe theory and found your article here to comment.

    You have some interesting ideas. The way I understand it, is that the earths is a hollow shells sphere (probably) with a double layer in the middle of the shell so that the surface of the earth is positive charge and the inside of the shell is negative. This creates an electric dipole form of gravity that pulls all matter towards the double layer. Since the earths shell and surface are determined by the double layer capacitance then the shell can expand and get thinner if a there is more capacitance energy stored in it. Or the shell can shrink if you took out energy from the earth shell capacitor. The reason the shell of earth grows or shrinks is because the shell size is also determined by the electric magnetic interference patterns from the earth which are commonly called “Magnetic field lines” a hollow earth size isn’t based on it’s mass, but is instead based on the size of the double layer sphere sphere. So to calculate how big the earth diameter was in the past and how thin the shell of the hollow earth was, then you need to know The capacitance of the earth shell and the amount of charge in the capacitor? So the size of the earth would change if it got struck by a cosmic lightning bolt maybe? Imagine of a lot of electrons got suddenly added to the earth from another planet or the sun? I guess in this analogy The earth is kind of like ball lightning except instead of a double layer plasma sphere shell like we have in ball lightning, the earth has double layer earth shell.

    Does that make sense? Any ideas or thoughts?

    P.s. if you’re interested in an economic solution to the survival and disaster planning for existential threats to humanity such as the earth changing size and also a solution to poverty and politics, then Google “The hOEP Project”. I’m Steve Whetstone, the Founder of the project .

    1. The capacitor model of gravity is certainly very compelling. It explains very well the fluctuations in measured gravity. It can also explain the large increase in surface gravity that seems to have accompanied the expansion of our planet.

      However, capacitance does not explain the peculiar shape of dinosaurs. It can only explain their size. To explain their shape, we need their inertia to have been less. This is why I’ve included Halton Arp’s intrinsic red shift and mass condensation in my theory.

      I have therefore concluded that changes in surface gravity are due to two processes. We have Halton Arp’s mass condensation, which results directly in increased weight and indirectly in expansion through radioactivity. Then there is charge due to capacitance which can fluctuate, causing our planet to expand when charged and shrink when discharged, but with an overall tendency towards expansion due to internal pressures.

  2. Great stuff.

    You need to check out the hollow asteroid Bennu.

    This little asteroid of rubble maybe the rosetta stone of earth’s geology, giving tantalising evidence of hollow earth and electromagnetic repulsion from the centre.

    For me, expanding earth/hollow earth theory breaks down with gravity only based analysis – I.e. why does the roof inside the hollow just not collapse? It’s been hard to argue for hollow earth in a gravity only framework

    For hollow/expanding earth to ever gain credibility and not be laughed at, it needs a credible force to counteract in the centre to push out. Centrifugal surely only causes oblateness, not a hollow as the ‘roof’ at the poles must surely collapse in a gravity model. EU have suggested dipolar gravity as the opposing force but this seems too big a stretch for me. A bit like using dark matter to plug holes in galaxy rotation equations.

    And now we have a potential electromagnetic answer. Can double layers within the planet/asteroid provide the repulsive force to counteract the weak gravity at the centre?

    The more charge a planet has, the greater the repulsion and faster expansion and hollow.

    Bennu shows the way….

    1. Thanks for your very informative comment and link. As is clear from the video, there are many issues still unresolved when it comes to gravity. My theory suggests that highly charged objects in the size range from asteroids to stars will have measurably stronger gravity than uncharged counterparts of the same size. The fact that Bennu has less gravity than was expected from it size can therefore in part be explained by the fact that it is far less charged than Earth. Its lack of charge relative to Earth may therefore be sufficient explanation for its low gravity. However, the asteroid’s odd shape does suggest that there’s something more going on. It may indeed be hollow, which is exactly what we’d expect in light of EU theory.

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