We’ve been building a model of the universe with superfluid dark energy, and introducing a “cold” alternative to the Big Bang theory. The model includes a possibility for gravitational attraction between defects in the lattice. Given that there are three other forces at play in the universe (electromagnetism and the “weak” and “strong” interactions), the model is obviously incomplete.
I’m going to throw out a model here that manifests interesting and theoretically relevant behaviors. I am certain that the model is incomplete – my sense is that the dark energy lattice itself has complex structure (I refer the reader to the image on the Generative Orders proposal). But the suggestions here should be enough to stimulate innovative thinking.
So what we need to propose is a model for our defects. It’s interesting to consider the defect to be a self-repellant loop that gets pinned to a node in the dark energy lattice. Now the lattice is going to tend to corral the expansion of the loop along a particular axis. The energy driving the expansion will eventually be spent in pushing the dark energy particles apart. We can imagine thus that the loop will oscillate back and forth, as indicated below with “right” and “mid” views. We can imagine the “left” configuration by rotating the “right” configuration through half a circle.
Now let’s suppose that each point in the lattice can anchor up to two loops. How this is feasible is open to exploration. One way is for the dark energy to have structure itself. For example, it might be a little circle. Now there will be oscillation patterns that will minimize the interaction between the two threads. One possible pattern is shown below (the lattice is suppressed so that we can focus on the loop configurations).
We see that when one loop is clustered near the center, the other is extended. What is most important, however, is that when the sequence is followed clockwise, the pattern rotates clockwise. Reading in the reverse order reveals a counter-clockwise rotation. So this is a model for the top-like “spin” that was described earlier.
(NB: This is a terrible model of intrinsic angular momentum. A more fertile approach is to think about normal angular momentum, which arises when interacting particles are offset along the axis of approach. We then see that normal angular momentum is discretized in the lattice, because the offsets are discretized.
How is normal angular momentum conserved? Well, the model proposes that gravitation, electromagnetism and the strong interactions are all generated through the efforts of the lattice to minimize distortions. The specific character of each force reflects the degree to which a configuration of loops generates lattice distortion.
So angular momentum is conserved because the approach of the particles stores a particular type of distortion in the lattice that is released when they separate. Intrinsic angular momentum may be accommodated better by recognizing that the odd shape of the loop projections can be removed by offsetting the center of the oscillation by half a lattice point.)
Now the configuration with two loops should be fairly stable – it affects both directions equally, and so shouldn’t create too much disruption when moved. However, the configuration with one loop will tend to whip around when it moves, maybe even causing the lattice to be re-oriented locally. Given our discussion of mass, it would appear that asymmetric particles (one loop in our example) will have larger masses (disturb the lattice more when moving) than symmetric configurations (two loops in our example).
One way to minimize the impact of the asymmetric configuration might be to couple them together. This would localize the impact of the thrashing around at large distances, at least if the asymmetric configurations were synchronized in their oscillations. This models the strong force, which binds fractionally charged particles inside the proton and neutron.
Yes: what I’m suggesting is that the loops correspond to particle charges. In our two-dimensional model, only three charge states are allowed (with 0, 1 or 2 threads), because only two directions are available for oscillation. In our universe, we have three dimensions, and so four charge states are possible. This is precisely what we see in the particle zoo, and the asymmetric particles (with fractional charges: the up and down quarks, for example) have much higher masses than the symmetric particles (the neutrino and electron).
Adding a symmetric particle to a pairing of asymmetric particles might further stabilize the lattice. This is analogous to an electron bonding to a proton.
Now let’s tear our understanding of reality completely wide open: why should the loops be constrained to be bound to the dark energy lattice? What if they were able to form structures among themselves, structures that stored energy in the lattice by causing it to expand in their vicinity? Structures that could contain and process information? Structures that might even be able to open holes in the lattice that would allow particles to travel faster than the speed of light?
That’s the spirit, people.
I hope that you’re taking mind. Our brains are only interfaces to these structures. Our souls are the eternal part of us, bonding again and again to matter through our multiple lives, and using those opportunities to do a certain work on themselves.
Now I beg you, please read The Soul Comes First. While selfish configurations of spirit tend to dissipate the energy stored in the dark energy lattice, mutually supportive configurations have stored up an enormous amount of energy over time. They impose certain rules, and a failure to comply led to the destruction of the dinosaurs.
I believe in love, and I believe that at least a portion of humanity has enough maturity to master our baser urges. The Book of Revelation teaches that they will complete the work that was put before us in “Eden”. But I would like us to work efficiently to ensure that the predators, in their trashing about as they go down, are not allowed to do too much damage to the innocent.