Hello Loren
Originally posted by Loren Booda
To mimic the cosmological redshift, a radial distribution of a uniform material source of velocity v(r) in a non-Hubble universe must be isotropic (the same in all directions), an impossibility unless Earthlings have a observer-preferred ("Aristotelian") perspective.
Thank you Mr/Ms Booda for anticipating my mind-set regarding Earthling perspective of light radiating entities. I “laud” your logic – Eureka! Voila tout! Hooray!
Not only do light rays leave a spherical radiating surface isotropically (oriented radially) but also each infinitesimal iota of that surface radiates an infinity of light rays distributed isotropically over 2-pi steradians relative to the position of that iota. The Aristotelian perspective does become possible when observer-preferred modeling is explained for a non-Hubble, non-Hawking, Euclidian universe. First of all, if vision, whether in the eye or telescopic lens etc, is of “tensorial” nature as contrasted with the vectorial nature of radiated light rays, then all rays that are perceived are radially oriented at the point of optical focus, i.e., at a point somewhere between the lens and retina of the eye or the lens/mirror and the photographic plate of the telescope. IOW: The inverse of isotropic applies to vision; the reality of what is seen is truly “in the eye of the beholder”! Consider the following example.
Let the focal point between the lens and retina of the eye be the apex of the cone of which the base is the visible lighted area of a full moon. Any light ray emitted from the lighted surface that is not directed toward the focal point in the eye will escape through the lateral surface of the cone. It is important to note that this tensorial modeling mediates physics relating to Solar radiant pressure vis-à-vis:
1. The radial orientation of the tails of comets.
2. The 3:2 periodicity ratio of planet Mercury,
3. The relatively large eccentricity of the Mercury orbit.
4. The rapid perihelion precession of Mercury’s orbit.
5. The revelation that the distortion of the several planets’ circular orbits have little to do with the potential existence of any imagined Solar-like body at the alternate elliptical foci but rather with a real variable “albedo” influence on each independent planet orbit.
It is notable that the base of the postulated tensorial cone becomes decidedly smaller when the eye sees the Solar planets. When the light that is viewed is from a distant stellar entity the cone becomes a cylinder meaning that the light rays are parallel and therefore similar to man-made laser light except for frequency and phase (coherence).
The model quest for clarification of the cause of Eddington-Einstein “pencil” bending of distant light is beyond the scope of this posting. Cheers, Jim