[MITgcm-support] [SPAM] Re: [SPAM] Re: Transport through a section
lianzhan at fio.org.cn
lianzhan at fio.org.cn
Mon Mar 7 21:21:26 EST 2016
In my case, I have turned off the partial cells and I have check the hFacW, hFacC and hFacS in the results. All of these variables are zero.
Should I consider the changing of thickness in the surface layer caused by eta (free-surface_r-anomaly)?
With my best regards
Lian Zhan
First Institute of Oceanography (FIO),State Oceanic Administration (SOA),P.R.China
Add: No.6 Xianxialing Road,Qingdao,266061,P.R.China
Tel: +86-532-88967320
E-mail: lianzhan at fio.org.cn
From: michael schaferkotter
Date: 2016-03-08 07:08
To: mitgcm-support
Subject: [SPAM] Re: [MITgcm-support] [SPAM] Re: Transport through a section
excerpt of fortran90 code
allocate(OBWmask(NNY,NR))
OBWmask = hFacW( 2, :,:)
OBWmask( 1,:) = 0
OBWmask(NNY,:) = 0
!***********************************************************************
! compute area of each face
!***********************************************************************
do k=1,NR
OBWmask(:,k) = thk(k)*OBWmask(:,k)*DYG(2 ,: )
enddo
!thk(k) is thickness of cells, found in RF.data
allocate(uobw(NNY,NR))
! read OBWuFile into uobw for timestep with a routine
OBW = sum(uobw*OBWmask)
On Mar 7, 2016, at 8:18 AM, Ryan Abernathey wrote:
You need to multiply by hFacW in order to account for partial cells
Sent from my iPhone
On Mar 7, 2016, at 8:54 AM, "lianzhan at fio.org.cn" <lianzhan at fio.org.cn> wrote:
Thank you for your reminder. I have made a mistake in last mail, actually I did caculate transport by v(k)*dy(k)*dz(k). And furthermore, the dy is uniform in this case, so I think it is not the key of problem.
With my best regards
Lian Zhan
First Institute of Oceanography (FIO),State Oceanic Administration (SOA),P.R.China
Add: No.6 Xianxialing Road,Qingdao,266061,P.R.China
Tel: +86-532-88967320
E-mail: lianzhan at fio.org.cn
From: Michael Schaferkotter
Date: 2016-03-07 19:37
To: mitgcm-support
Subject: [SPAM] Re: [MITgcm-support] Transport through a section
transport will be velocity times area of face, presumably in this case \sum_{k=1}^km v(k)*dy(k)*dz(k).
Sent from Here3.
On Mar 7, 2016, at 04:03, "lianzhan at fio.org.cn" <lianzhan at fio.org.cn> wrote:
Dear MITgcm users,
I am simulating the barotropic gyre in an ideal rectangular basin, there is an island in this basin and there is a sill on the left side of the island (the sketch map is shown in attachment). I want to study the transports of water through section A and B (in the north and south of the strait with sill). There two sections , the western boundary of island and the weastern boundary of basin form the boundary of an closed region, therefore the transports through these two sections are suppose to be strictly equal. But they are not, as seen from the result of numerical model. Is it possibly and how could this be? Every suggestion would be greatly appreciated!
I calculate the transport <Catch5AB7.jpg>by: <Catch.jpg>, where the <Catch3834.jpg> is meridinal velocity and dz is the thickness of layers. The number of layers in this model is "km". And here is my "data" file:
&PARM01
tRef=24*20.,
sRef=24*10.,
viscAz=1.E-4,
viscAh=2.E4,
diffKhT=1.E3,
diffKzT=1.E-4,
f0=0.2E-4,
beta=2.E-11,
tAlpha=2.E-4,
sBeta =0.,
gravity=9.81,
gBaro=9.81,
rigidLid=.FALSE.,
implicitFreeSurface=.TRUE.,
rhonil=1035.,
eosType='LINEAR',
readBinaryPrec=32,
no_slip_sides=.FALSE.,
no_slip_bottom=.FALSE.,
&
# Elliptic solver parameters
&PARM02
cg2dMaxIters=1000,
cg2dTargetResidual=1.E-7,
&
# Time stepping parameters
&PARM03
startTime=0,
endTime=311040000,
deltaTmom=200.0,
# tauCD=172800.,
abEps=0.1,
pChkptFreq=311040000.0,
chkptFreq=311040000.0,
dumpFreq=31104000.0,
monitorFreq=311040000.,
&
# Gridding parameters
&PARM04
usingCartesianGrid=.TRUE.,
delX=500*20E3,
delY=250*20E3,
delZ=5.,5.,5.,5.,10.,10.,10.,10.,20.,20.,20.,20.,50.,50.,50.,50.,100.,100.,100.,100.,100.,100.,100.,100.,
&
# Input datasets
&PARM05
bathyFile='dep_1i_sill_50.bin',
zonalWindFile='taux01.bin',
With my best regards
Lian Zhan
First Institute of Oceanography (FIO),State Oceanic Administration (SOA),P.R.China
Add: No.6 Xianxialing Road,Qingdao,266061,P.R.China
Tel: +86-532-88967320
E-mail: lianzhan at fio.org.cn
<dep.gif>
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