Correct. The spiral shaped lines are field lines that are "frozen into space". These are in turn created by the twist in the electromagnetic field. From field observations, the spirals are consistant, but how so?
If a circle measuring 100 units has a circle measuring 90 units (.9 of the...
The Catseye shows the bubble. Note the large uncoiling ends with ejecta. Looks to me like there's been a bang, the system has rotated and come forward a bit, and then a second bang.
Planetary formation. Click on the pic that looks like a pearl necklace...
If you were to draw a circle on a sheet of paper and place a dot at the center, then allow the circle to represent the equator of a planet, and the dot to represent a pole. If a spiral is drawn into the center, this will represent ingoing energy to the pole as per a spherical spiral. If a polar...
When I put four spirals together to plot the inner solar system planets, I get a distinctive shape. Comparing this shape with the Spirograph planetary nebula I find a match. I then assume that I am looking at a perimeter of a solar system from a plan view and look for corroborating features...
Drakkith,
The sun's magnetosphere is divided into two hemispheres. In one, energy moves outwards to the heliopause while in the other, energy moves inward to the Sun. It is accepted that the EM field is twisted into a spiral by the Sun's rotation, known as the Parker field. There are some...
But what would create a set of rings of this type?
If you were to take a sheet of paper and you were to draw a spiral from the center point to the edge, and then draw another spiral back to the center- without changing your clockwise or anti-clockwise direction - you'll find that you can't get...
What am I trying to do exactly? Titius Bode set out to find an underlying geometry in the solar system from which they hoped to understand solar system formation.
Here are the inner orbits. The size fit between the .9 ratio circles and the actual orbits is exact. One thing about.9 ratio...
Well that's a good fit. If I take the orbit of Pluto and reduce it by 90% twice, the width of the ellipse corresponds with the diameter of the Neptunian orbit.
Well the Titius Bode formula was responsible for the discovery of Uranus by calculating where it would be, as I recall, but Neptune didn't fit. Looks like this ratio does though.
Here's a chart of Saturn, Uranus and Neptune with a set of circles imposed. I believe the original chart is...
I've been fooling around with the orbits of the inner planets. I've drawn a circle on the orbit of Mars, then reduced it by .9 increments. There isn't a plamet on every reducing circle, but eventually I pick up the orbits of Earth, Venus and Mercury with some accuracy.
Has anyone heard of...