Planets Complex Forces 1

1. Introduction
I have searched for possible proofs that complex forces exist. As these forces would be very small and this is an exactly difficult task for an individual I need to examine areas where such forces may be magnified or increased millions of times.
I have discovered that the planets in our solar system have a combined elliptical path in which the ratio of the minor diameter to the major diameter is the square root of 2 to the square root of 3 !
I can show that this was a not just a coincidence by examining the Satellites of Saturn and showing that they too obey this law and so form an independent system.
Other planets seems to obey this law and stars in rotation around each other although I am caution over my claim here. In the case of two stars their surrounding fabric of space may be distorted and this may actually provide a measure of such distortion!

2. The Complex Motion of the Solar System.
In first table the mean distances for the Sun are given (elliptical radii).

Summing the second column for the minimum radius gives 14224246700while the third column for the maximum radius gives 17969860380.
Dividing the two numbers gives 0.7915613365494
The square root of 2 / square root of 3 = 0.81649658092772603273242802490196 (or 0.8164965809282 using another computer).
Checking our accuracy (0.7915613365494 / 0.8164965809282 = 0.9694606873301).
So my error is less than 3%. This is a good result seeing that:
1. Jupiter is a gas giant.
2. The Asteroid belt has not been considered. I believe that this Belt may lie at the beginning of a negative phase of the F wave. I suggest elsewhere that the planets’ masses are determined by one positive phase of the F wave.
3. Thus the planetary orbits are determined by the T wave (a smaller amplitude F wave).
4. Data for Eris is not computed. I consider Sedna as on the fringe of the Solar System being a dwarf planet and having an eccentric orbit around the Sun.

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