Quote:
Originally Posted by dipayankar Why doesnt the model rupture at the middle Graham?? |
Hi dipayankar;
Do a thought experiment that the spheroid of viscous mass is consolidated by external repelling electromagnetic field that compresses the matter in a medium. An analogy is an air bubble in water; the bubble is carried in the liquid medium and is held within the medium by absolute motion of the medium whirling on an angular momentum in turbulence.
In absolute motion the spheroid/bubble of viscous mass will be elongated when stretched as a result of acceleration caused by inertial force, forms as a peanut shape geometrical structure as Graham put it. In this model you can visualize how a suspended spheroid of viscous mass that forms in constant expanding and compressing forces is interacting in absolute motion of the medium. When the peanut shape spheroid/bubble splits on increasing momentum, the valence shell of the spheroid would reconnect as a result of being under pressure in the medium (the medium is also viscous mass, such as liquid/air/plasma/Aether/FS). In a dynamic compression of the peanut shape spheroid splitting in the medium it therefore forms as two separated spheroids/bubbles; under these circumstances it will not rupture. This rule one of Graham's theory is a universal model for all state of matter.
Graham please advise if the above has not sufficiently elaborated on the idea for your rule one.