Repulsion forces favor no tilt

The Forces of Nature by Kelland Terry, Ph.D.

In the previous blog, I explained that the force of attraction favors tilt. Repulsion forces have the opposite effect.



There would be less repulsion force pushing Earth away from the Sun if its equatorial bulge was directed towards the Sun. Repulsion forces are attempting to move Earth’s axis to a vertical position with no tilt. Kelland—www.vestheory.com

Repulsion & attraction forces

The Forces of Nature by Kelland Terry, Ph.D.

In this blog I will be content just to review why the force of repulsion attempting to push a planet away from the Sun decreases faster than the force of attraction as the distance between planet and Sun increases.
• The gravitational force of attraction between planet and Sun decreases with distance because fewer gravitons make connections.
• Repulsion forces against a given planet are dependent upon two factors and both decrease with distance from the Sun:
1. The concentration of the Sun’s gravitons per unit area.
2. The angles negotiated by the planet as it proceeds along its elliptical orbit become less as the distance from the Sun increases.

The net result is that the force of repulsion decreases faster than the force of attraction as the distance between planet and Sun increases.

Kelland—www.vestheory.com

Repulsion forces explain planet Mercury’s strange orbit

The Forces of Nature by Kelland Terry, Ph.D.

Mercury orbits closer to the Sun than any other planet in our solar system. In addition, its elliptical orbit is very pronounced, which changes the angles the planet must negotiate as it circles the Sun. The displacement angle taken by the planet as it rounds perihelion is 1.5 times greater than at aphelion. In addition, there is a 2.3 fold increase in the Sun’s graviton concentration at perihelion versus aphelion. I believe these two factors are responsible for the 0.00000396 increase in the repulsion force between aphelion and perihelion, as explained in the previous blog.

Because the repulsion force at perihelion forces the planet away from the Sun just a tad more than expected, it takes longer for the planet to reach the point where it is nearest the Sun; at aphelion the opposite occurs. Both of these factors work to constantly change Mercury’s orbit.

Mercury is not the only satellite that experiences an advancing perihelion. At this time, I only have data for three other satellites. Venus advances 8.4 arc seconds per century, Earth 5.0 arc seconds, and Icarus (an asteroid) 9.8 arc seconds. This gives me four satellites that I can examine using regression analysis, as explained in my next blog. The results are beautiful. Till then be safe and in good health. Kelland—www.vestheory.com

Repulsion forces between satellite and central body.

The Forces of Nature by Kelland Terry, Ph.D.

The elliptical orbits of the satellites in our solar system cause the satellites to collide at an angle with the Sun’s gravitons. This exerts a slight outward pressure forcing the satellite away from the central body. There are two main factors that influence the repulsion force: The concentration of the Sun’s gravitons that the satellite must negotiate its way through, and the sharpness of the angle taken by the satellite as it rounds the Sun. The greater the angle of displacement, the greater the repulsion force. It is somewhat analogous to a boat crossing a river. If the boat heads directly across stream, the force of the water on the side of the boat may well cause you to capsize; whereas, if you take a less direct route, the crossing is easier.

Because all planets have an elliptical orbit, there is one point where the planet is closest to the Sun (perihelion) and another point where it is at maximum distance from the Sun (aphelion). At perihelion, the concentration of the Sun’s gravitons is greatest and the angles taken by the planet in orbit are the most acute. At this point, there will be maximum repulsion. At aphelion, the concentration of the Sun’s gravitons is least and the angle of displacement is least, which means the force of repulsion will be least.

This repulsion force is very small compared to the force of attraction between satellite and central body; however, it helps to explain several observations in our solar system: satellite migration, Mercury’s strange orbit, planet tilt on axis, and Earth’s polar wobble on axis. I will discuss each one in separate blogs.