[geocentrism] Re: 2 Axes of rotation - drawing
- From: <marc-veilleux@xxxxxxxxxxxx>
- To: "Geocentric" <geocentrism@xxxxxxxxxxxxx>
- Date: Sun, 18 Nov 2007 16:35:56 -0500
Nice try Jack,
If the green circles are a fixed spot on the Earth, this means you are using an
heliocentric model (in which your fixed spot moves annually relative to the Sun
and stars ... as well as daily). So in this (HC) case the different positions
of the fixed spot along the ecliptic plane illustrate the (assumed) annual
motion of the Earth and the red circle don't make any sense!
Those red circle would only make sense in a GC system where the green filled
circles would illustrate the annual motion of the Sun along the ecliptic (with
the Earth at the center of the drawing) and the red circles would illustrate
the daily motion of the Sun (which is the daily motion of the aether carying
the Sun and stars).
Keep trying Jack,
Marc V
----- Original Message -----
From: Jack Lewis
Sent: 18 novembre 2007 09:38
To: geocentrism@xxxxxxxxxxxxx
Subject: [geocentrism] 2 Axes of rotation - drawing
Dear All,
This is my attempt to explain more graphically Neville's last drawing showing
the two axes of rotation.
1 The green circles are a fixed spot on the world shown in four different
positions traversing the ecliptic path. The NEP is perpendicular to the grey
ecliptic plane. This illustrates the world's 24 hour rotation. I have tried to
take great care to get the geometry correct within the limitations of my
drawing software.
2 The green circles also represent the world traversing its annual orbit
about the NCP. These are shown as red ellipses. The NEP, according to my
drawing geometry, also traverses the NCP.
Since there are two rotations happening simultaneously but at very different
velocities the illustration can only show an NCP rotation (red ellipses)
extrapolated for a whole year. I value comments by all as to whether I have
understood the problem or not. I do have a series of 12 illustrations, similar
to the one below, showing the position of the ecliptic plane every 30 degrees
about the NCP.
Jack Lewis
www.classiccarartist.co.uk
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