[MITgcm-support] Inertial stability criterion in tutorials - Quick question
Flynn Ames
f.ames at pgr.reading.ac.uk
Tue Mar 21 12:45:25 EDT 2023
great thanks for this Jeff - this makes sense!
Thanks again,
Flynn
________________________________
From: MITgcm-support <mitgcm-support-bounces at mitgcm.org> on behalf of Jeffery R Scott <jscott at mit.edu>
Sent: 21 March 2023 2:04 PM
To: mitgcm-support at mitgcm.org <mitgcm-support at mitgcm.org>
Subject: Re: [MITgcm-support] Inertial stability criterion in tutorials - Quick question
Hi Flynn,
In the past few years we’ve updated and improved the first few tutorials, including expressing the stability criteria more specific to the time-stepping scheme being used (Adam Bashforth II, the model default). The global tutorial has not yet been updated; presently, we’re working on an improved coarse global setup. The inertial stability criterion in this older tutorial is more general, ie not specific to the ABII scheme, and as such, a bit more lenient.
Best,
Jeff
On Mar 20, 2023, at 9:30 AM, Flynn Ames <f.ames at pgr.reading.ac.uk<mailto:f.ames at pgr.reading.ac.uk>> wrote:
Dear MITgcm community,
Hello - I have a very quick question regarding stability criterion in the MITgcm tutorial experiments I was wondering if someone could answer?
In the first three MITgcm tutorials, the stability criterion for inertial oscillations using Adams Bashforth is stated as: f*delta_t > 0.5 for stability.
However in a later tutorial - the global ocean simulation - the inertial stability criterion is stated as: f^2*delta_t^2 > 1.0 for stability.
I.e., the inertial stability criterion in the global ocean simulation is much more lenient.
As far as I can tell, this tutorial also uses the Adams Bashforth time-stepping scheme. So i'm wondering if anyone could explain why a different inertial stability criterion applies here? and under what circumstances either version of this criterion should be used?
Thank you for your time!
Flynn
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