Diff equations: about _t38
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02-05-2015, 07:09 AM
(This post was last modified: 02-05-2015 08:49 AM by parisse.)
Post: #4
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RE: Diff equations: about _t38
You can indeed solve for t in x=the first coordinate of the parametric solution and get y as a function of x, but this can not be done in general for an homogeneous differential equation. The first two solutions are particular solutions, they are complex here therefore you can omit them if you solve in the real domain, but this is not true in general.
[Edit] I'm going to add code to try solving for t in x and remove non real singular solutions (in real mode). |
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Messages In This Thread |
Diff equations: about _t38 - salvomic - 02-04-2015, 06:37 PM
RE: Diff equations: about _t38 - parisse - 02-04-2015, 07:31 PM
RE: Diff equations: about _t38 - salvomic - 02-04-2015, 08:38 PM
RE: Diff equations: about _t38 - parisse - 02-05-2015 07:09 AM
RE: Diff equations: about _t38 - salvomic - 02-05-2015, 03:12 PM
RE: Diff equations: about _t38 - parisse - 02-05-2015, 04:24 PM
RE: Diff equations: about _t38 - salvomic - 02-05-2015, 04:35 PM
RE: Diff equations: about _t38 - salvomic - 05-13-2015, 08:29 PM
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