[geocentrism] Re: Tides - Revisited
- From: "philip madsen" <pma15027@xxxxxxxxxxxxxx>
- To: <geocentrism@xxxxxxxxxxxxx>
- Date: Sun, 29 Jul 2007 07:13:45 +1000
Thats an easy one Neville.. first up If I hang two weights from a scaffold,
they will tend towards each other. Thats gravity. If there was any loose water
on one of the weights , lets say the left hand weight, being loose it would
tend to flow to the side of the ball facing the other ball. This is gravity
newton wise, or it is squeezed there by aether pressure Brush wise..
I prefer to discuss it from Mr Brush's perspective. No doubt Paul will oblige
with Newton.. the result is the same..
Between the two celestial bodies, an aether shadow is cast, each causing a
shadow on each other which lessens the aether pressure on each body on the
side that is in this shadow. Thus any loose material like water or air will be
squeezed into the shadow area.. This is a tide.
It is important to realise that there is still some pressure of gravity on
those areas of the globes, within the shadow. Things on earth still fall and
have weight, albiet slightly less weight.. Ditto for things on the moon.. And
consequently there must still be a point between the moon and the earth where
the pressure forces on each side are equal, and the body will not fall either
way...
The force mechanics of this can easily be demonstrated with two magnets
adjacent attracting to each other. Any iron loose in the space between them
will fly either to one or the other. . but there will be one neutral spot
between them where the Iron will not fall either way. Further if one magnet
was replaced with a rubber ball and coated with a magnetic fluid, you will see
how a tide will form..
Philip..
----- Original Message -----
From: Neville Jones
To: geocentrism@xxxxxxxxxxxxx
Sent: Sunday, July 29, 2007 2:00 AM
Subject: [geocentrism] Tides - Revisited
All,
It is widely accepted, although not by me, that the Moon causes the tides. It
is also widely accepted, although not by me, that there exists a zero-gravity
point situated somewhere between the World and Moon.
My question is this: If the ocean were situated at the zero-gravity point,
then there would be no tide. Closer to the World the pull of the World is
stronger. Closer to the Moon the pull of the Moon is stronger. The net effect
this side of the zero-gravity point is always a positive pull by the World.
Since this is equivalent to a force of gravity that produces a stronger pull as
we take the oceans further this side of the zero-gravity point, then how does
the Moon produce the tides?
Neville.
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