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This case is a simple bubble column, which is run by reactingTwoPhaseEulerFoam. Upon completion, rStatAnalysis can be run to compute the recurrence statistics of the bubble column. This demo case must be run in parallel, as rStatAnalysis apparently does not run as a single, serial process.
76 lines
954 B
Matlab
76 lines
954 B
Matlab
% open files
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fid1 = fopen('../recurrenceMatrix');
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% read dimensions
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A1 = fscanf(fid1, '%g %g');
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% skip the first two lines
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tline = fgetl(fid1);
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tline = fgetl(fid1);
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% get dimensions
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N1 = A1(1)
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M1 = A1(2)
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% allocate space
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B0 = zeros(M1,N1);
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% read data
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for i=1:N1
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B0(:,i) = fscanf(fid1, '%g', inf);
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tline = fgetl(fid1);
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tline = fgetl(fid1);
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end
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% close files
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fclose(fid1);
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% skip this many leading entries
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sle = 0;
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B1 = zeros(M1-sle,N1-sle);
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B1 = B0(1+sle:M1,1+sle:N1);
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maxval=0.0;
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%for i=1:M1
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% for j=1:N1
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% if(B1(i,j)>maxval)
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% maxval=B1(i,j);
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% endif
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% end
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%end
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maxval = 1.0;
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for i=1:M1-sle
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for j=1:N1-sle
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B1(i,j)=1-B1(i,j)/maxval;
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% B1(i,j)=B1(i,j)/maxval;
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end
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end
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% write full matrix to simple text file
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dlmwrite('myMatrix.txt',B1,'delimiter','\t','precision',3)
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%plot(C1)
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%saveas(gcf,'Plot','png')
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%B1=B1*1;
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%hold on
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%colormap(jet(50))
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%imagesc(B1)
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%colorbar
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%saveas(gcf,'Figure','png')
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