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great stuff, as always 🎉❤

More about acceleration and momentum Where does the energy for acceleration go and how is it conserved at constant speed and released when the body stops? During acceleration, the Cosmic Lattice nodes envelop the elementary particles (their helical structures) with a greater speed, whereby they partially shrink and receive a greater axial rotation. At a constant speed of the body, this hidden energy of the axial rotation is constant, and during braking it is reduced and given to the external braking medium.

Thanks, @2/dev/null. It is simulation of the Compton waves that exist continuously in the Cosmic Lattice. They bombard the elementary particles and give Cosmic Background Radiation (CBR) which is equal to the known temperature of 2.71 K. CBR is mistakenly believed to be an echo of the "Big Bang" - a completely wrong view of the universe that is supported by multi-billion dollar investments. In Chapter 5 of BSM-SG we have found calculations showing that these waves exert a dynamic pressure on the particles. It is also the hidden Zero Point Energy of dynamic type Cosmic Lattice that provides the energy of the ever-moving electrons, and therefore the life of every living thing from viruses to sentient life. Magnetic field lines are composed of such synchronized waves. When these waves are organized into closed chains of photons, they provide the so-called information field (bio-field), and also allow the existence of the spirit outside of material life. When a material object is in motion they shower the protons and neutrons, as Cosmic Lattice nodes partially shrink but maintain the spin energy and thus explain Newton's law of momentum.

your simulation is getting closer und closer. wow, impressive. Are you using some sort of approvimation for the cl node ? If you are open sourcing your code, I will start contribute. I started with a QB1 as parametric script but is not finished

Awesome work, I wanted to do the same many years ago but got sidetracked. I have one python script that builds a QB1, or parts of it. I think the helical step is not correct, you can find the value at the list of derived values. The helical step is a result of the TP force giving the prisms a slight turn and are the reason of the helical structures in general. The energy relation between CP & TP is the finestructure constant. You have only the outer helical cord in your model. The filling is of RL, or maybe RL(T), I can't remember. The outer shell are large prisms and the positron shell a small prisms. The positron is much smaller then the electron shell. It is so small, that it fits into the hole created by the RT lattice. Fig. 2.6 The Possitron oscilates with the coloumb frequency, if I remember correctly and the tau particle, thats the helical cord inside the possitron is something like 3 times higher. I have to look into the chapters again :) In normal Orbit, the electron system will screw itself though space, while the positron oscilates a bit. It also oscilates a small bit outside the electron shell, then back so the positron end appears on one side, then the other. The positron only leaves the shell in superconductors. Want to cooperate ? I'm one of the few experts in BSM-SG. I came to the conclusion that Stoyan is right and this is the real physical model. It is so simple in all it's basics but super complex. It is the first plausible model I found

wow the graphics looks really awesome!