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numerical estimate of 2nd Order Diff Eq's in CAS
11-15-2023, 03:09 PM (This post was last modified: 11-15-2023 04:55 PM by Wes Loewer.)
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Wes Loewer Offline
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RE: numerical estimate of 2nd Order Diff Eq's in CAS
(11-15-2023 06:57 AM)parisse Wrote:  Exactly, you must rewrite your equation as a 1st order resolved system (in Cauchy-Lipschitz form).

Thanks.

Since desolve accepts 2nd Order Diff Eq's directly, I had wondered if it might be possible to do the same with odesolve.
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RE: numerical estimate of 2nd Order Diff Eq's in CAS - Wes Loewer - 11-15-2023 03:09 PM



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