How to vectorize three for loop or fast
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% this is to do the grid-based central finite difference for the two vectors dimension as u(lon, lat, time) and v(lon,lat,time). the for loops works fine but it is too slow. I need a helpful loop that is faster than me from Matlab community.
Ur = zeros(291,243,1459);
[NR, NC]=size(lat);
for k = 1: length(t)
for i = 2:NR-1
for j = 2:NC-1
Ur(k,i,j)=sqrt((u(i+1,j,k)-2*u(i,j,k)+u(i-1,j,k))./(lon(i)-lon(i-1)^2) ...
+(v(i,j+1,k)-2*v(i,j,k)+v(i,j-1,k))./(lat(j)-lat(j-1)^2));
end
end
end
1 件のコメント
Geoff Hayes
2018 年 6 月 11 日
Eb - please clarify/quantify what you mean by too slow. Does this take seconds, minutes or hours to complete? Have you considered deferring the square root until after Ur is populated for all i,j,k? (Just to remove one computation that isn't strictly necessary until later...)
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