/[MITgcm]/MITgcm/utils/cs_grid/cubeZ2latlon.m
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Contents of /MITgcm/utils/cs_grid/cubeZ2latlon.m

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Revision 1.3 - (show annotations) (download)
Thu Sep 15 16:51:13 2005 UTC (17 years, 8 months ago) by jmc
Branch: MAIN
CVS Tags: HEAD
Changes since 1.2: +1 -1 lines
FILE REMOVED
moved from utils/cs_grid to utils/matlab/cs_grid.

1 function [z] = cubeZ2latlon(x,y,c,xi,yi)
2 % z=cubeZ2latlon(x,y,c,xi,yi);
3 %
4 % Re-grids model output on expanded spherical cube to lat-lon grid.
5 % x,y are 1-D arrays (reshaped Horiz. grid) of the cell-corner coordinates
6 % c is a 1-D or 2-D scalar field
7 % xi,yi are vectors of the new regular lat-lon grid to interpolate to.
8 % z is the interpolated data with dimensions of size(xi) by size(yi).
9 %
10 % e.g.
11 % >> xg=rdmds('XG'); nPts=prod(size(xg)); x=rehsape(xg,nPts,1);
12 % >> yg=rdmds('YG'); y=rehsape(yg,nPts,1);
13 % >> PsiH=rdmds('psiH.0000513360');
14 % >> xi=-179:2:180;yi=-89:2:90;
15 % >> psiI=cubeZ2latlon(x,y,psiH,xi,yi);
16 % can also add the 2 missing corner :
17 % >> nc=sqrt(nPts/6);
18 % >> x(end+1)=mean(xg([1:2*nc:6*nc],nc)); y(end+1)=mean(yg([1:2*nc:6*nc],nc));
19 % >> x(end+1)=mean(xg([2*nc:2*nc:6*nc],1)); y(end+1)=mean(yg([2*nc:2*nc:6*nc],1));
20 %
21 % $Header: /u/gcmpack/MITgcm/utils/cs_grid/cubeZ2latlon.m,v 1.2 2005/08/05 23:08:09 jmc Exp $
22
23 NN=size(c);
24 [nPt2 nz]=size(c);
25 nc=fix(sqrt(nPt2/6)); nPts=6*nc*nc;
26
27 for k=1:nz;
28 X=x(1:nPts);X=reshape(X,6*nc,nc);
29 Y=y(1:nPts);Y=reshape(Y,6*nc,nc);
30 C=c(1:nPts,k);C=reshape(C,6*nc,nc);
31
32 i=3*nc+(1:nc);j=floor(nc/2)+1;
33 X(end+1,:)=X(i,j)'-360; Y(end+1,:)=Y(i,j)'; C(end+1,:)=C(i,j)';
34 %i=3*nc+(1:nc);j=floor(nc/2)+1;
35 %X(end+1,:)=X(i,j)'+360; Y(end+1,:)=Y(i,j)'; C(end+1,:)=C(i,j)';
36 i=5*nc+1+floor(nc/2);j=1:floor(nc/2);
37 X(end+1,j)=X(i,j)-360;
38 Y(end+1,j)=Y(i,j);
39 C(end+1,j)=C(i,j);
40 %--
41 j=1+floor(nc/2);i=2*nc+j; if Y(i,j)==90, X(i,j)=180; end
42 i=2*nc+(floor(nc/2)+1:nc);j=1+floor(nc/2);
43 X(end,i-2*nc)=X(i,j)'-360;
44 Y(end,i-2*nc)=Y(i,j)';
45 C(end,i-2*nc)=C(i,j)';
46 %--
47 %i=5*nc+floor(nc/2)+1;j=1:floor(nc/2);
48 %X(end,j+nc/2)=X(i,j)-360;
49 %Y(end,j+nc/2)=Y(i,j);
50 %C(end,j+nc/2)=C(i,j);
51 %i=2*nc+(nc/2+1:nc);j=floor(nc/2);
52 %X(end+1,1:nc/2)=X(i,j)'-360;
53 %Y(end+1,1:nc/2)=Y(i,j)';
54 %C(end+1,1:nc/2)=C(i,j)';
55 %i=2*nc+(nc/2+1:nc);j=floor(nc/2)+1;
56 %X(end,nc/2+1:nc)=X(i,j)'+360;
57 %Y(end,nc/2+1:nc)=Y(i,j)';
58 %C(end,nc/2+1:nc)=C(i,j)';
59
60 j=1+floor(nc/2);i=5*nc+j; ij=i+(j-1)*nc*6;
61 if Y(i,j)==-90,
62 % fprintf('South pole: %i %i %f %f\n',i,j,X(i,j),Y(i,j));
63 X(i,j)=180;
64 end
65
66 X=reshape(X,prod(size(X)),1);
67 Y=reshape(Y,prod(size(Y)),1);
68 C=reshape(C,prod(size(C)),1);
69
70 [I]=find(Y==-90);
71 if length(I)==1,
72 % fprintf('South pole: %i %f %f\n',I,X(I),Y(I));
73 X(end+1)=X(I)-360;
74 Y(end+1)=Y(I);
75 C(end+1)=C(I);
76 end
77
78 if nPt2 > nPts,
79 X(end+1)=x(nPts+1);
80 Y(end+1)=y(nPts+1);
81 C(end+1)=c(nPts+1,k);
82 end
83 if nPt2 == nPts+2,
84 X(end+1)=x(nPt2);
85 Y(end+1)=y(nPt2);
86 C(end+1)=c(nPt2,k);
87 end
88
89 z(:,:,k)=griddata(Y,X,C,yi,xi');
90 end % k
91
92 if length(NN)>1
93 z=reshape(z,[size(z,1) size(z,2) NN(2:end)]);
94 end

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