Hi Graham,
Thanks for your concern, I am well and fine.
Was contemplating on several issues of nature based on UVS and therefore went into sort of a retreat to quiet my very noisy mind, needed some unperturbed moments; was trying to focus on the issues in contemplation and therefore temporarily shut myself from outside world as much as I could to clear a very clouded mind.
One of the topic I contemplate on was a thought experiment on effect of gravity, which is now quite done. This could perhaps answer Dipayan query on how would UVS account for gravity.
- DipayanGraham, what effect would gravity have on Vortex. Alternately how would UVS account for gravity.
Another one was to relate quantum spin geometrically in a three-dimensional spatial model, got more organized in thought now and only need to do the writeup.
For UVS account for gravity, I extend it on the bubble model:
This soap bubble model explains the anomaly on the isotropy of gravitational force of all celestial objects in the physical universe; within a boundary when viscous matter is at rest (in a reference frame) its volumetric pressure is isotropic, it acts with equal magnitude in all directions. See fluid statics, energy density and casimir effect.
The size of a bubble is proportional to its potential energy, in isotropy the energy of the bubble wall is proportional to the area of a sphere 4ķrē, and the proportional energy of negative contribution to the interior volume of the bubble would be affected by a larger factor as the volume of a sphere is (4/3)ķrģ.
A thought experiment with huge bubble held in deep ocean
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...A balloon....Inverse-square law illustration
For dramatic effect in a thought experiment, imagine a huge balloon filled with air (lets say its size is one kilometer) is held in deep ocean, the volume of air within the balloon is encapsulated in an ocean of water would therefore be subjected to tremendous pressure. The air in the balloon displaces a volume of water would push outwardly in isotropy (barring that water pressure is relative to its depth would cause variation in uniformity of the isotropy effect) is met with an with an equal opposite force of the water mass in ocean that pushes inward around the balloon in isotropy with a primary pressurization effect of the ocean. Water pushes around the balloon would be compacted to have density gradient following the inverse-square law of water pressure according to the volume of water displaced, hence the density of water around the balloon would be higher according to square of distance at region nearer to the surface of the balloon. See compressibility of water (molecule).
Drop a tiny pebble (with density just slightly higher that water) into the ocean so that it would drop vertically down (assuming there is no drift in water) to pass near the balloon. When the pebble drops near the balloon in a region of water that has higher density, it would be deflected towards the balloon in a push-in manner by higher density water around the balloon and therefore the pebble drops in a curve path on its way down. If the density of a barrier of water around the balloon is compressed to be higher than the density of the pebble, and if the dropping pebble could not overcome the escape velocity of the higher density water when it got near the balloon, the pebble would be caught in a high density region of water pushing it towards the balloon and held levitated on a barrier of water (with higher density than the pebble) that surrounds very near the huge balloon. These push-in effects are similar to the effects of gravitational force.
Release small air bubbles below the huge balloon, on their way up seeking least resistance paths these air bubbles would be repelled away in curve paths by the higher density water around the huge balloon. This repelling effect that air bubbles could not pass through a higher density barrier of water is similar to solar wind is deflected by the magnetosphere of a planet.
Even though electrostatically induced forces seem to be rather weak in a subatomic scenario, the electrostatic force between e.g. an electron and a proton, that together make up a hydrogen atom, is about 40 orders of magnitude stronger than the gravitational force acting between them. Based on Universal Vortical Singularity, in a paradigm, the electrostatic force that occurs in isotropy within a galactic plasmatic spheroid that withheld the structure of a galaxy is similarly much stronger than gravitational force. Gravitational force in a local reference frame is an electrostatic push-in effect, holistically in another higher order reference frame it is an electromagnetic push-in effect. See Universal Vortical Singularity clarifies the concept of gravity.
For the full version of this bubble model that explains push-in effect of gravity, explore a section under "The geometrical structure of an atom", scroll halfway down the page.
Best regards,


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