Death Of A Quandamn Physik Matagouri 01 Aug 2019
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Correlation of the Planck Einstein relationship & Einsteinian 'gravity'.Locally [a] = [h]
= system[k^3]
= [G^3] = 10^-33 approx
& Omega [w] = [h.h] = 10^-66
= [-ve energy. G]
= [1/Mm . G]
= [k/m]
Entropy [S] = [h.h.h] = [w.a]
= -ve[k] = [k^8.k] = [k^9]] = [G^9] = 10^-99
Entropy-rate dS/dt = [h.h]. h-dot = [k^11] = 10^-121 = [C.C] Einstein
The local gravity pixel is Planck[h] circa 10^-33
The local Gamma = -ve[m.m] = -ve [Mm .Mm]
= k^8. [Mm] .[Mm]
= Mmh
= 10^30. 10625 . 10^-33
= 10^22
-ve Gamma = System Omega
[w] = -ve[Y]
= [-vem.-vem] = [-Mm. -Mm]
= [ h . h]
= 10^-66
Local [k^7] = reciprocal Moment of Inertia = Hooke [K]
[K] = 1/[m.Y] = [G^7] = 10^-77
& [K]-dot = [K/Y] = 1/m.Y.Y = k^9 = S = dK/dt
[K]-dd = d^2K/dt^2 = S-dot = LAMBDA
LAMBDA also, = w.[-vem-dot] = S-dot
= w. [1/m]
= [ k/m .1/m] = k/mm = k.E
= k. w-dd = k^11 = 1/lambda^11
circa 10^-121
& as w.energy = gravity,, then w.-ve energy = -ve gravity
Dark energy is equivalent to -ve gravity in the Physical Lambda model
thus, it will counter conventional conservative &/or centrik [a],,
i.e. it will be a repulsive phenomenon, or it will appear expansive.
In our local scheme its magnitude is several orders less than attractive gravity, so we will appear to enjoy Steady state conditions.
We are thus getting more bang for our buck,...
Ole, Ole, Hoyle! Oh Yeah, oh Yeah, sing out brother.
it will be repulsive
at other locations it may well have differing values, or it is a system dynamik feature in Nature, & quite Copernican in composition.
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