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Distance increase earth - moon

With (23) , we receive for the distance increase of a satellite circling around a central mass the relation [18]:
        (25)
 For a world age of t1 = 15 .10 9 years and a moon distance of  r » 38,0000 km, wherefrom results  = 1.7 cm/year.
To the tidal brake effect, 3.7 – 1.7 = 2 cm/year can be attributed.

Increase of the day length due to G ~ t - 2/3

 The kinetic energy of the rotating Earth is

(J = moment of mass inertia, w = angular velocity, T = day length)
If we start from a constant earth mass mE and regard the earth, in first approximation, as an elastic body whose size changes reverse- proportionally to the gravitation pressure, then there is:

r E = Earth radius)
With E = constant results:

      (t = Newton time)
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