Superphysics Superphysics
Articles 82

The Particles of the Sun

by Rene Descartes Icon
5 minutes  • 953 words
Table of contents

82. The air-aether near the sun is smaller and faster than those further away, up to a certain distance beyond which all are equal in size and move faster the further they are from the sun.

Those air-aether closest to the center of each vortex are smaller and move faster than those slightly farther away. This goes on up to a certain limit.

Beyond this limit, the outer ones move faster than the inner ones.

In terms of size, they are all equal.

For example, in the first gravitational territory, the smallest air-aether particles are near the surface of the Sun at defg and slightly further away.

Sun poles
We update Descartes’ drawing with current model of the sun’s magnetic field

They gradually increase in size up to the surface of the spheroid HNQR, beyond which all are equal in size.

Those on this surface HNQR move the slowest of all, so that perhaps:

  • the particles at HQ take 30 years or more to complete one circuit around the poles AB
  • the particles above towards M and Y*, and below towards e and g, move faster, completing their circuits within a few weeks.
Superphysics Note
The ones near M and Y move much slower, not faster. The cause of Descartes’ error is his basing their movement on comets, which he had wrong data on,

83. Why the most distant particles move faster than those slightly closer

The upper ones towards M and Y must move faster than the lower ones towards H and Q.

All were initially equal in size (as was fitting since we had no evidence of their inequality).

The space around their vortex is not precisely round partly because:

  • surrounding vortices are not equal
  • it must be narrower near the center of each of these adjacent vortices than in other parts

Sometimes some must move faster than others when they change to pass from a wider to a narrower path.

For example, 2 spheres encountering a bottleneck cannot continue unless one goes ahead of the other by moving faster.

Bottleneck

All particles of the first gravitational territory try with all their might to move away from the center S.

As soon as one of them moves faster than its neighbors, it immediately overtakes the rest. And so the faster ones are always farther from the center.

However, the speed of their movement can only be learned through experience.

We have no experience of it except in comets*, which I will show below migrate from one sky to another.

Superphysics Note
Here, Descartes exposed his basis as comet data, which actually contradicts his assertions. This is because his data was wrong.

The slowness of the circle HQ is inferred from the slowness of Saturn.

84. Why those nearest the sun move faster than those slightly further away

The circumvolution of solar matter sweeps all the adjacent part of the gravitational territory along with it.

Within the limit HQ, the particles closer to the center S complete their revolution faster than those farther away.

It is agitated very quickly and always emits some of itself through the narrow passages among the air-aether particles towards the ecliptic and receives it towards the poles.

This is why it has the power to sweep these particles along with it up to a certain distance.

We designate the limit of this distance with the ellipse HNQR, not a circle.

The Sun is spherical. But it propels the air-aether surrounding it equally:

  • towards the poles
  • towards the ecliptic.
Solar wind
We update Descartes’ drawing with current data on solar winds

However, the motion of the fire-aether, as the action called light, is stronger in the ecliptic than towards the poles.

This is why:

  • H and Q are further from S than N and R
  • the tails of comets sometimes appear straight and sometimes curved

85. Why the fire-aether near the sun are smaller than those farther away

Within the limit HQ, the particles of air-aether nearer the center are faster and smaller than the ones farther from the center.

  • If they were larger or equal, they would have more force and thus would become the upper or distant ones.

But if one is much smaller than those above it, but with the same speed, then it must always remain lower or closer to the center of the vortex than them.

Even if these particles were made exactly equal by God at the beginning, over time, some would become smaller than others due to:

  • the inequality of the spaces they traverse
  • the inequality of their motions.

There must be enough of these smaller particles to fill the space HNQR.

We do not compare this space to the size of the entire vortex AYBM except as a very small part.

So too must the size of the Sun be understood as very small compared to it.

Although this proportion could not be shown in the drawing here because it would have to be too vast.

There are various other inequalities in the motions of parts of the sky, especially those between S and H or Q.

86. The various motions of the air-aether particles make them perfectly spherical

The fire-aether coming from vortices like KL and similar ones are primarily carried towards the Sun.

But many parts of it are also dispersed throughout the entire vortex AYBM. From there it transitions to other vortices like C and O and similar ones.

By flowing around the air-aether particles, it causes them to move around their own centers and in other ways.

These particles are thus agitated in many different ways simultaneously.

Whatever their initial shape, they must now be perfectly spherical, not like a cylinder or any spheroid that is round in only one part.

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