In the harmonics theory (see fohttp://ray.tomes.biz/maths.htmlr details) the universe is composed of standing wave structures which (because of non-linearities) develop harmonics which are also standing waves and therefore do the same. From this simple premise the entire structure of the Universe (with dominant scales at the Hubble scale, galaxies, stars, planets, moons, .... cells, atoms and nucleons) is predicted.
In this post I will deal with primarily the formation of planets on standing waves around the Sun. I do not specify whether the waves are gravitational or electromagnetic. They may be some combination of the two, but they definitely have light speed propagation.
At the planetary scale the dominant waves are also present in the Sun as oscillations to this day. The outer planets from Saturn on out are on the nodes of a standing wave with period 160 minutes, while Jupiter is on the node of a wave of 80 minutes. It is appropriate to mention that there is a 160 minute oscillation in the Sun. Let us do the calculations on the wave length:
160 minutes = 9600 seconds in which time light travels 2878 million kilometres or 19.2 astronomical units. So the nodes of such a wave are at 9.6 AU spacings. Compare that to the distances of the outer planets from the Sun:
Saturn 9.5 AU, Uranus 19.2 AU, Neptune 30.1 AU and Pluto 39.4 AU (yes I know it got demoted). You can see that theses planets fit such a wave very well. Jupiter is near half as far from the Sun as Saturn, at 5.2 AU.
The inner planets are on a much smaller wave, and their distances are less accurately fitting the waves. The Sun has a set of oscillations called the 5-minute oscillations. There are many different modes with range of period from about 3 ro 11 minutes, but most of the stronger oscillations are between 5 and 6 minutes. If we consider a 5.5 minute period, this will make standing waves from the Sun with wavelength given by 5.5 minutes = 330 seconds = 98.9 million km = 0.66 AU. Therefore the nodes of such a wave are at spacings of about 0.33, 0.66, 0.99 and 1.32 AU. However because there are many modes we have to allow some lack of goodness of fit here. But all the same, we find the inner planets at:
Mercury 0.39 AU, Venus 0.72 AU, Earth 1.00 AU, Mars 1.52 AU. We suspect that either the wave was a little slower when the planets formed, or they have moved away from the Sun (due to tidal action) or a bit of both.
The figures that I prefer for the waves that the planets are on are shown in this image:

You can see that the waves are related by integer ratios of 2 - 7 - 2 and an additional 3 below that also gives the peaks of the asteroid belt as a smaller wave.
Now this is the bit that should knock Jim's socks off.
According to the harmonics theory each wave develops harmonics and they develop further harmonics according to a set pattern explained on my web pages as mentioned above at http://ray.tomes.biz/maths.html. If we examine the pattern below the outer planet and inner planet waves we find an interesting fact. Be aware that from any strong wave, the strongest harmonics generally go 2, 4, 12, ... and not 2, 4, 8 etc. So when we consider the element burning process of the Sun and look at the atomic weights (harmonics theory is interested in atomic weights not atomic numbers as standard theory is, because mass is proportional to energy is proportional to frequency - and cycles are measured by frequency) of isotopes we expect the sequence 1, 2, 4, 12 which is exactly what happens in stars. H1 combines to make D2 then He4 and finally C12 (the Sun isn't up to that last stage yet).
So we find that the Sun and outer planets are mainly made of H1, D2 and He4 with the 1 on the outside and the 4 nearer the cores. Now comes the fun part ...
What is the Atmosphere of the earth mainly? Answer N14.
What is the crust mainly? Answer O16 and Si28.
What is the core mainly? Answer Fe56.
Now we see here the sequence 14, 28 and 56 which is our friend 1, 2, 4 all multiplied by 14. This only applies to atomic weights (frequencies) and not to atomic numbers.
What is the ratio of the orbital spacings of the inner and outer planets? It is 28 If we take the Saturn wave, or 14 if we take the Jupiter wave. That means that the inner planets are on a wave that has a frequency that is 14 times the Jupiter wave (or 28 times the Saturn wave). At the same time, we find that the atomic weights of the common nuclei of both follow the same pattern of 1, 2, 4 expected by harmonics theory but at a frequency 14 times higher for the inner planets. The same frequency ratio as for the orbits.
You cannot get results like that with standard theory. It does not recognize the importance of the planets orbital sizes or their compositions. A does not explain why matter takes the path of combination from H1 to D2 to He4 to C12. These are just weird things that happen in standard physics. In harmonics theory those exact values are expected. As are the inner planets compositions based on their smaller orbits.