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"griddata" results in much smaller values than original data

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jie hu
jie hu le 18 Avr 2023
Commenté : jie hu le 20 Avr 2023
I am using "griddata" function to interpolate original data on query points. However, the interpolation value on the query points are much smaller than the original data. Is there any way to improve the interpolation?
  2 commentaires
KSSV
KSSV le 18 Avr 2023
Modifié(e) : KSSV le 18 Avr 2023
I suspect your lon, lat values are not exactly corresponding to elev. While running the code did you see the warning?
Warning: Duplicate data points have been detected and removed - corresponding values have been averaged.
I suspect the high values correspond to diplicate lon, lat and have been removed.
When you check
nx = length(unique(lon)) ;
ny = length(unique(lat)) ;
nx*ny is not equal to 579072.
jie hu
jie hu le 18 Avr 2023
Yes, when I run 'IC_plot.m' matlab reports the duplicate points and removed them. averaged value is taken. My idea is to detect the duplicate points and take the biggest value on each point. Is that realizable?

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Réponse acceptée

Chunru
Chunru le 18 Avr 2023
Modifié(e) : Chunru le 18 Avr 2023
It is due to the duplicate points in data. Griddata is averaging over the duplicate points to have a smaller value than peak. If you remove the duplicate points, then the result will be similar.
websave("manila.zip","https://www.mathworks.com/matlabcentral/answers/uploaded_files/1359608/manila.zip")
ans = '/users/mss.system.Ktq2V0/manila.zip'
unzip("manila.zip")
% plot x y z vector
data=importdata('manila.dat');
lon=data(:,2);
lat=data(:,3);
elev=data(:,4);
% Remove duplicate points
% [~, I, ~] = unique([lon lat], 'first', 'rows');
% lon = lon(I);
% lat = lat(I);
% elev = elev(I);
% Use peak for duplicated points
c = unique([lon lat], 'first', 'rows');
n = size(c,1)
n = 48256
lon1 = zeros(n, 1);
lat1 = zeros(n, 1);
elev1 = zeros(n, 1);
for i=1:size(c, 1)
idx = lon==c(i, 1) & lat==c(i,2);
lon1(i) = c(i, 1); lat1(i) = c(i, 2);
elev1(i) = max(elev(idx));
end
max(elev(:))
ans = 20.8693
plot3(lon,lat,elev,'.');
% xlin = linspace(min(lon)+0.2,max(lon)-0.2, 51);
% ylin = linspace(min(lat)+0.2,max(lat)-0.2, 201);
xr = (min(lon1):0.01:max(lon1));
yr = (min(lat1):0.01:max(lat1));
[X, Y]= meshgrid(xr,yr);
Z = griddata(lon1,lat1,elev1,X,Y,'natural');
max(Z(:))
ans = 20.8693
mesh(X,Y,Z)
% jump_grid = 1;
%
% figure
% surf(X(1:jump_grid:end,1:jump_grid:end), ...
% Y(1:jump_grid:end,1:jump_grid:end), ...
% Z(1:jump_grid:end,1:jump_grid:end));
% shading interp;
% whos

Plus de réponses (1)

KSSV
KSSV le 18 Avr 2023
data=importdata('manila.dat');
lon=data(:,2);
lat=data(:,3);
elev=data(:,4);
xr = 118.7:0.2:121;
yr = 12.4:0.2:20.7;
[X, Y]= meshgrid(xr,yr);
idx = knnsearch([lon lat],[X(:) Y(:)],'k',10) ;
Z = reshape(max(elev(idx),[],2),size(X)) ;
plot3(lon(1:100:end),lat(1:100:end),elev(1:100:end),'o');
hold on
surf(X,Y,Z)
  1 commentaire
jie hu
jie hu le 20 Avr 2023
thanks KSSV, very helpful your alternative approach!.

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