In a 3d graph. Can we put limits on z axis w.r.t. x and y axis?
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if true
% code
function [Kraftstoffverbrauch, Drehzahl, Drehmoment]=Kasus2_1(Drehzahl, Drehmoment)
% Modify the dimensions
nx = length(Drehzahl) ;
ny = length(Drehmoment) ;
if nx > ny
Drehmoment1 = linspace(min(Drehmoment),max(Drehmoment),nx ) ;
elseif nx<ny
Drehzahl1 = linspace(min(Drehzahl),max(Drehzahl),ny) ;
end
[num,txt,raw] = xlsread('Mappe2.xlsx') ;
Dz = num(:,1) ; Dz(isnan(Dz))= [ ];
Dm = num(:,2) ;Dm(isnan(Dm))= [ ];
Kv = num(:,3) ;Kv(isnan(Kv))= [ ];
F = scatteredInterpolant([Dz Dm],Kv);
for i= 1:1:nx
for j= 1:1:ny
Kraftstoffverbrauch (i,j) = F(Drehzahl(i),Drehmoment(j));
end
end
surf(Drehzahl,Drehmoment,Kraftstoffverbrauch'),xlabel ('Drehzahl(1/min)');ylabel ('Drehmoment(N.m)'); zlabel ('Kraftstoffverbrauch(kWh/100km)');
title ('Drehmoment vs Drehzahl Diagram');
end
The display of he expected limits can be sssn in the picture
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jonas
2018년 10월 2일
편집: jonas
2018년 10월 2일
It is still unclear what you mean. What did you sketch? The thick black line? Do you want to have a non-rectangular grid? If so, then you can just place NaN's where you do not want data. Please upload some data and perhaps a more detailed explanation if you need more help.
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jonas
2018년 10월 3일
편집: jonas
2018년 10월 5일
I made your code a bit faster and fixed your problem.
%%Load data
[num,txt,raw] = xlsread('Mappe2.xlsx') ;
x = num(:,1);
y = num(:,2);
z = num(:,3);
x(isnan(x)) = [];
y(isnan(y)) = [];
z(isnan(z)) = [];
%%Interpolate
F = scatteredInterpolant([x y],z);
[X,Y] = meshgrid(1000:5500,0:250);
Z = F(X,Y);
%%Define region where you want to keep data
xp = 1000:250:5500;
yp =[160,180,200,220,220,218,216,215,219,220,220,220,220,220,220,210,200,195,175];
ax = gca;
xp = [xp max(xp) min(xp) min(xp)];
yp = [yp min(Y(:)) min(Y(:)) yp(1)];
%%Find points inside of this region and remove others
in = inpolygon(X(:),Y(:),xp,yp);
Z(~in) = NaN;
%%Plot
figure;hold on
surf(X,Y,Z,'edgecolor','none')
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jonas
2018년 10월 5일
Something wrong with the polygon, the lower right corner has not been defined correctly. Make sure to clear variables between runs. Also, it was probably not so wise of me to use axes limits in the definition of the polygon edges. I will update with a more robust approach in a bit.
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