Here is the 3D map of the Observable Universe. Here you should be able to see the Great Attractor and all the Voids we are familiar with.
Since I don't know where they are, I would benefit from any comment, positive or negative.
Here is the video in youtube:
https://youtu.be/LRjZL17FDy4
Dear Marco Pereira
This article and thesis might help, have a look:
1. Article Early Universe Tomography with CMB and Gravitational Waves
2. https://www.theses.fr/2017GREAY112.pdf
Kind Regards
Qamar Ul Islam
Dear Qamar Ul Islam
Thank you, Qamar,
Notice what we derive from our models. I also derived the equation of state of the Universe. They are very simple since the expansion is the Lightspeed expansion of a known hyperspherical shell volume.
We use different paradigms. They used Friedman-Lemaitre and I used the Hypergeometrical Universe Theory.
I provided evidence refuting Einstein's equations here:
https://www.quora.com/How-would-anyone-defend-general-relativity-from-Marco-Pereiras-HU-challenge/answer/Marco-Pereira-1
and rebutted L-CDM here:
https://www.quora.com/What-is-the-status-as-of-2019-of-the-search-for-dark-matter/answer/Marco-Pereira-1
Hence it is not clear what can I use from their work. That said, I benefit from learning prior art and will reference their work in my paper.
Notice that I created the 3D galaxy density map for the whole Universe. My paradigm is trivial. The transition of Blackholium to Neutronium generated hyperspherical harmonic acoustic oscillations. While in the Neutronium phase (superfluid neutron matter), these waves froze in space due to the sudden change in the velocity of sound.
My job was to find where Earth was within the hyperspherical hypersurface and derive the hyperspherical harmonic acoustic spectral composition. No undefined nonsense related to "Gravitational Waves", or "Quantum Fluctuations".
It is very easy to understand that if suddenly an orbital degree of freedom (neutron orbital angular momentum) is allowed, sound waves would be triggered.
Notice that the last image (CMB_Best) is a simulation and you can compare it with the actual Planck Satellite Observation (CMB_SMICA).
Notice that the video contains actual predictions of the galaxy density across the Universe. This is not a random simulation to just get the Universe's features right. This is an actual prediction that any astronomer can check and let me know if I did well. I cannot do it myself.
The redshift corresponding to each radii is give by: d(z)=z/(1+z) where distance d(z) is the observation radius shown in the figure. Or z=d/(1-d)
The last figure is equal to z=1550.
Feel free to ask questions.
Thanks,
Marco Pereira
- Badges
- Science topic
- Similar topics
- Computer Science and Engineering
- Computer Graphics and Animation
- 3D