[MITgcm-support] Can I find the code of the N-S equations?

[liujing657949251]

Dear Jody,
Thank you very much for your advise! I have already done the analytical simulation of eKdV solvers in mathematica. So now I hope to do the numerical simulation. 


I am very interested in your word "The MITgcm would be useful as a primitive equation test of your eKdV solver." Does this mean I can use MITgcm to get numerical results and then contract them with the eKdV solver simulated in mathematica? Does my understanding right? 
I don't much understand why I must use non hydorstatic and high enough horizontal resolution. Only to get an exacter test result? 
By the way, can you tell me the article  " Vistouek and Fringer"? 


Thanks very much! :)


Best regards,
Jing 


At 2014-03-03 00:43:54,"Jody Klymak" <jklymak at uvic.ca> wrote:
Dear Jing,


Suggest you start with the manual that is available online.  The NS equations are detailed in there.  


WRT to the eKdV equations, no, you cannot simplify the physics of the MITgcm in this way.  I would think it would be far easier to simply write your own code for this.  The eKdV is just one-D isn't it?  I'd just solve it in Matlab or similar.  There are a lot of examples on the web.  


The MITgcm would be useful as a primitive equation test of your eKdV solver.  But then you need to be sure to use non hydrostatic and high enough horizontal resolution (see Vistouek and Fringer).  


Cheers,   Jody


On Mar 2, 2014, at  7:02 AM, liujing657949251 <liujing657949251 at 126.com> wrote:


Hi All,


I am so much sorry  but I do not major in oceanic science.>< However, I hope very much to use MITgcm.
My demand is finding out the basic equations (e.g. momentum equations, continuous ). Where are they written?
Can I find them in the files downloaded from the web?  And, can I try to simplify them, for example , the eKdV equation is simplified from those equations. Then, can I set my simplified equation(maybe a set of equations) into the MITgcm to do my experiments? 


This is a idea for my work. Hope very much for advise and guidance!


Best regards,
Jing


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