Article View: sci.math.symbolic
Article #956homoclinic orbit and DS-Tool
From: David Menasce
Date: Fri, 22 Jan 1993 15:33
Date: Fri, 22 Jan 1993 15:33
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1172 bytes
Hello,
does anyone know a solution to my problem ?
I plot a homoclinic orbit with DS-Tool and I'd like to check the
asymptotic behavior of the solution. Roughly speaking: I find a solution,
say h(t), which goes to infinity as t goes to + and - infinity. The
problem is that I have this solution only numerically, and when I
integrate the solution for a big value of t, this solution explodes.
Nevertheless I'm sure of the existence of this solution, and I know that
it has to converge to 0 (for t goes to + infinity) like exp(-t) or
t*exp(-t). I'd like to check it (numerically of course).
Can anyone help me ?
I would greately appreciate suggestions or references. Please reply by
E-mail.
Thanks
David Menasce (david@ecu.unice.fr)
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Path: arc1-ca.pugleaf.net!sparky!uunet!gatech!rpi!ghost.dsi.unimi.it!insa-lyon.fr!univ-lyon1.fr!taloa.unice.fr!taloa.unice.fr!usenet From: david@ecu.unice.fr (David Menasce) Newsgroups: sci.math.symbolic Subject: homoclinic orbit and DS-Tool Date: 22 Jan 1993 15:33:47 GMT Organization: University of Nice Sophia-Antipolis Lines: 17 Message-ID: <1jp44rINNq5f@taloa.unice.fr> NNTP-Posting-Host: ecu.unice.fr