[MITgcm-support] linear EOS and Tref
Alistair Adcroft
adcroft at MIT.EDU
Thu Aug 26 10:37:55 EDT 2004
Jean-Michel,
What did I say to you yesterday about Martin?
:-)
A.
--
Dr Alistair Adcroft http://www.mit.edu/~adcroft
MIT Climate Modeling Initiative tel: (617) 253-5938
EAPS 54-1624, 77 Massachusetts Ave, Cambridge, MA, USA
-----Original Message-----
From: mitgcm-support-bounces at mitgcm.org
[mailto:mitgcm-support-bounces at mitgcm.org] On Behalf Of Martin Losch
Sent: Thursday, August 26, 2004 8:43 AM
To: Jean-Michel Campin
Cc: MITgcm Support
Subject: Re: [MITgcm-support] linear EOS and Tref
Jean-Michel, Alistair,
I am soo stupid. I am sorry I bothered you with this. Because I am only
interested in my statistical higher order moments, I never really
looked at the actual fields T and W. Now it turns out that they are
almost exactly the same between different experiments (due to finite
round off), as they should. I should have checked that much earlier. What
was the problem: I want second, third, and fourth order moments so I save
things such as
timeaverages of theta, theta^2, theta^3, etc. To compute the moments I
have to do this:
2nd moment = <theta^2> - <theta>^2
3rd moment = <theta^3> - <theta>^3 - 3<theta><theta^2>
etc. Well, and what happens when you don't save your variables in
double precision and then substract large numbers from each other? Yes,
you are left with numerical noise. I have had this before with the
variance of bottom pressure for the Boussinesq work, do you remember?
Anyway, thanks for having a look, and ALWAY SAVE YOUR VARIABLES IN
DOUBLE PRECISION!!!
Puzzle solved,
Martin
On Aug 26, 2004, at 5:27 AM, Jean-Michel Campin wrote:
> Hi Martin,
>
> As you mentioned, you should get the same results (not identical
> results, because I don't expect to have the same truncation error in
> both cases) in the ~.1oC and ~3.oC initial temp. runs. So, there is
> something strange.
>
> Now, to rule out some hypothesis (e.g., advection scheme ???), what
> happens if you change Tref so that you have the same T-Tref as in the
> 1rst run (meaning, setting Tref= 3+1-.1 =3.9 ?) ? I guess you will
> reproduce the initial solution, but I think it's worth to check.
>
> Cheers,
>
> Jean-Michel
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