Ignoring certain matrix entries with surf plot
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Jacob Wilson
el 9 de Ag. de 2021
Editada: Jacob Wilson
el 9 de Ag. de 2021
Hi!
I am attempting to plot some data in a matrix using the surf command. Every nonzero elements happens to be padded by zero elements (i.e. the elements and are zero for every nonzero . I'd like to plot a surface of the nonzero elements only, but I have tried a number of things and have not been able to figure out how to exclude the zero elements. For instance, I tried something like
MatrixName(MatrixName==0)=NaN;
Surf(x,y,MatrixName);
but this method ignores all patches contiaining the zero element points and, due to the nature of my matrix, all surface patches are ignored.
Does anyone know how to request that matlab simply ignore zero elements in generating a surface plot?
Sincerely,
Jacob
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Respuesta aceptada
Dave B
el 9 de Ag. de 2021
A few solutions come to mind that all take advantage of interpolation, depending on how 'ignore' is interpreted (I used NaN but you could use ==0 in place of isnan(z)):
% some fake data
[x,y] = meshgrid(-5:5,-5:5);
z = 50 - (x.^2 + y.^2);
nexttile
surf(x,y,z)
title('original')
% mark as nans, noting that the neighbor of every non-nan is nan:
z(1:2:end,:)=nan;
z(:,1:2:end)=nan;
nexttile
surf(x,y,z);
title('problem')
% soln 1: interpolate using nearest
badind=isnan(z);
f=scatteredInterpolant(x(~badind),y(~badind),z(~badind),'nearest');
zfixed=z;
zfixed(badind)=f(x(badind),y(badind));
nexttile
surf(x,y,zfixed)
title('soln 1')
% soln 2: interpolate using linear (smoother)
f=scatteredInterpolant(x(~badind),y(~badind),z(~badind),'linear');
zfixed=z;
zfixed(badind)=f(x(badind),y(badind));
nexttile
surf(x,y,zfixed)
title('soln 2')
% soln 3: interpolate to generate 4 values for every non-nan
nexttile
zi = interp2(z);
xi = linspace(x(1),x(end), width(zi));
yi = linspace(y(1),y(end), height(zi));
surf(xi,yi,interp2(z,'nearest'))
title('soln 3')
1 comentario
Más respuestas (1)
darova
el 9 de Ag. de 2021
Don't use '==' equal sign for comparing double numbers
ii = abs(MatrixName-0)<0.1; % precision
MatrixName(ii) = NaN;
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