[MITgcm-support] documentation for pkg/smooth
gael forget
gforget at mit.edu
Mon Apr 6 20:56:41 EDT 2015
Hi Matt,
> It is, mathematically, the full diffusion, because we apply sqrt on the gradients and the sqrt on the ctrls. So for a full optimization cycle it really does essentially become full diffusion on the ctrl fields.
Correct except that Dimitri may only be running the forward model.
Your comment w.r.t. the normalization v. variance preserving is also right.
Gael
>
> On Apr 6, 2015, at 5:36 PM, gael forget <gforget at mit.edu> wrote:
>
>> Hi Dimitris,
>>
>>> Dear MITgcmers,
>>> is any documentation for pkg/smooth available?
>> Unfortunately this is still missing from mitgcm documentation.
>> I hope to take time to add to MITgcm documentation regarding
>> this package (as well as ecco,ctrl, and profiles …) this spring.
>>
>>> In particular, I am trying to understand how pkg/smooth parameters relate
>>> the (2 k_1 T)^0.5 length scale discussed in the Weaver and Courtier paper:
>>> http://mitgcm.org/~gforget/pdfs/weavercourtier01.pdf
>> The parameters as set in data.smooth follow WC01’s notations
>> (if I recall correctly) specify the spatial correlation modeling
>> for use with pkg/ctrl & autodiff. Is this what you are trying to do?
>>
>>> Or more precisely, what is the half-power bandwidth
>>> of a filter based on following parameters:
>>> &SMOOTH_NML
>>> smooth2Dnbt(1)=5000
>>> smooth2D_Lx0(1)=100000.
>>> smooth2D_Ly0(1)=100000.
>>> smooth2Dtype(1)=1
>>> smooth2Dsize(1)=0
>>> smooth2Dfilter(1)=0
>> In the case of the WC01 correlation modeling (if I recall correctly)
>> it is only the squared root of the diffusion operator that is applied.
>>
>> If the matter is simply to smooth out a field up to a specified scale,
>> things are somewhat different. You want to use smooth_hetero2d.F
>> or smooth_basic2D.F and will find examples in pkg/ecco.
>>
>> I hope this helps,
>> Gael
>>
>>> Does above define a lowpass filter for scales greater than 100 km,
>>> 200 km, 628 km, or some other value?
>>>
>>> Thanks, Dimitris
>>>
>>> _______________________________________________
>>> MITgcm-support mailing list
>>> MITgcm-support at mitgcm.org
>>> http://mitgcm.org/mailman/listinfo/mitgcm-support
>>
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