COSMIC DECREASE OF GRAVITY and INCREASE OF THE DAY

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From: Louis_N
Date: Sat, 17 May 2008 16:17

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COSMIC DECREASE OF GRAVITY and INCREASE OF THE DAY
.
By Louis Nielsen, Denmark
Treatise: http://www.rostra.dk/louis

INCREASE OF THE DAY
With a cosmic decrease of Newton’s gravitational ‘constant’, the Earth
will expand. The result is that the mass is being distributed farther
and farther from the axis of rotation. This causes the angular
velocity of the Earth to decrease. A lower angular velocity is equal
to a longer day. Technically speaking, the moment of inertia of the
Earth increases gradually as the radius increases that caused by a
decreasing gravity.
In my treatise I derive an equation which gives a connection between
one Earth-day t(1) when the Universe had an age T(1) and one Earth-day
t(2) when the Universe had an age T(2). The equation which gives only
the effect caused by a cosmic decreasing gravity is:

(1)   t(1) = t(2)*(T(1)/T(2))^(2/3)

From equation (1) we can calculate the Earth-day t(1) in the Devon
period, about 400 million years ago.

Using the values T(2) = 13.5 billion years and T(1) = 13.1 billion
years, and t(2) = 24 hour, we get:

(2)   t(1) = 24hour*(13.1/13.5)^(2/3) = 23.5 hour

The day of the Earth had been at least about 0.5 hour shorter 400
million years ago.
What says geological observations?

Read more at: http://www.rostra.dk/louis

Best regards
Louis Nielsen
Denmark

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Subject: COSMIC DECREASE OF GRAVITY and INCREASE OF THE DAY
Date: Sat, 17 May 2008 09:17:14 -0700 (PDT)
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