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function [U,V] = uvcube2latlon(LON,LAT,u,v,xc,yc) |
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% [ui,vi]=cube2latlon(x,y,u,v,xi,yi); |
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% |
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% Re-grids model output on expanded spherical cube to lat-lon grid. |
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% x,y are 2-D arrays of the cell-centered coordinates |
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% u,v is a 2-D or 3-D horizontal components of model flow fields. |
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% xi,yi are vectors of the new regular lat-lon grid to interpolate to. |
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% ui,vi are the flow fields with dimensions of size(xi) x size(yi) size(u,3). |
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% |
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% e.g. |
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% >> x=rdmds('XC'); |
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% >> y=rdmds('YC'); |
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% >> u=rdmds('uVeltave.0000513360'); |
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% >> v=rdmds('vVeltave.0000513360'); |
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% >> xi=-179:2:180;yi=-89:2:90; |
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% >> [ui,vi]=uvcube2latlon(x,y,u,v,xi,yi); |
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% |
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% $Header$ |
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[nnx ny nz]=size(u); |
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U=reshape(u,[ny 6 ny nz]); |
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V=reshape(v,[ny 6 ny nz]); |
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uu=zeros(ny+1,6,ny,nz); |
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vv=zeros(ny,6,ny+1,nz); |
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|
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for k=1:6; |
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uu(1:ny,k,:,:)=U(:,k,:,:); |
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vv(:,k,1:ny,:)=V(:,k,:,:); |
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end |
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for k=1:nz; |
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uu(ny+1,1:2:6,:,k)=uu(1,2:2:6,:,k); |
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uu(ny+1,2:2:6,:,k)=vv(ny:-1:1,[4:2:6 2:2:3],1,k)'; |
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vv(:,2:2:6,ny+1,k)=vv(:,[3:2:6 1],1,k); |
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vv(:,1:2:6,ny+1,k)=squeeze(uu(1,[3:2:6 1],ny:-1:1,k))'; |
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end |
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ub=(uu(1:ny,:,:,:)+uu(2:ny+1,:,:,:))/2; |
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vb=(vv(:,:,1:ny,:)+vv(:,:,2:ny+1,:))/2; |
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load TUV |
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clear U V |
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for kk=1:nz; |
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for k=1:6; |
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U(:,k,:,kk)=TUu(:,:,k).*squeeze(ub(:,k,:,kk))+TUv(:,:,k).*squeeze(vb(:,k,:,kk)); |
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V(:,k,:,kk)=TVu(:,:,k).*squeeze(ub(:,k,:,kk))+TVv(:,:,k).*squeeze(vb(:,k,:,kk)); |
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end |
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end |
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U=reshape(U,[nnx ny nz]); |
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V=reshape(V,[nnx ny nz]); |
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xc=-179:2:179; |
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yc=-89:2:89; |
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U=cube2latlon(LON,LAT,U,xc,yc); |
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V=cube2latlon(LON,LAT,V,xc,yc); |
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