Black Hole Binary Systems Matagouri 25 Aug 2019

Black Hole Binary Systems Matagouri 25 Aug 2019

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Black Hole Physics applied to our local binary System as imperfect B.Hole. The local gravity pixel [g] = [a] = [h] Planck, as a measure of Curvature rate, where Newton's [G] = system [k] or 'curvature'.
Thus [h] = G-dot = [dG/dt] = [G/Y] and h-dot = [d^2G/dt^2]
& [h-dd] = [d^2h/dt^2] = [d^3Gdt^3].
Our local system allows
[G-dot]^2 = G. G-dd or
h^2 = G.h-dot = [w] System omega = [a^2]
thus local gravity [g] = [h].
Quantum Gravity is a Universal phenomenon, but locally pixellated or quantized in [h] Planck unit.
Other systems will have the same Physik, and differing magnitude [h].

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