Dynamical stability of an Earth Ring
From: AA Institute (abdul.ahad_at_ntlworld.com)
Date: 10/08/04
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Date: 8 Oct 2004 06:34:08 -0700
Suppose an asteroid by a distant future engineering achievement has
been captured into orbit around the Earth.
Now suppose we want to carve it out by detonating a series of missiles
that incrementally hollow their way into the body of such an asteroid.
The material excavated out of the body would create a thin ring system
around the Earth, as I try to illustrate here:-
http://uk.geocities.com/aa_spaceagent/restricted/earth-ring.html
My main concern with such a project is one of SAFETY. I'd like to know
what a *safe* perigee (minimum) altitude would be necessary to prevent
orbital decay of ring material. I don't want any material from my
hypothetical ring system coming down toward the Earth under any
circumstances. Would the ring material be contained in a narrow plane
of fixed orbital incline, or would it scatter over time?
QUESTION: I am under pressure to demonstrate by way of a mathematical
model the dynamical stability of such a ring system, composed of small
particles being gravitationally influenced by the Earth and the Moon
by way of "3 body problem".
What are the analytical equations necessary to help demonstrate
*theoretically* that such ring particles would indeed be stable in
their orbital paths around the Earth? Or if not, how would I be able
to show this?
I would sincerely appreciate all help, as this is quite *pivotal* to
my research on this article.
Thanks for any support.
Abdul Ahad
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