Hi there,
I know some basics of matlab, though I'm new to it. I use it only when I need any plot.
Now, I have some data points (x,y), which I have attached here. This is from my model output.
I want to import this file into matlab and plot this as a 2D plot in X,Y. The most important thing is that I need a smooth curve as in the attached figure named "Want.jpg". If I normally plot these points in MS excel, what I'm getting is shown in the figure named "Getting.jpg" and I don't want a plot like this.
Can anyone help me. Thanks in advance.
Cheers.

 Respuesta aceptada

Meg Noah
Meg Noah el 13 de En. de 2020
Editada: Meg Noah el 13 de En. de 2020

1 voto

First, I added a header to the xlsx file so readtable can be used properly.
myData = readtable('Data_help.xlsx');
figure()
plot(myData.x,myData.y,'+')
hold on;
ywant = 0:0.01:1;
P = polyfit(myData.y,myData.x,6);
xwant = polyval(P,ywant);
plot(xwant,ywant)
SamplePolyfit.png

5 comentarios

Meg Noah
Meg Noah el 13 de En. de 2020
You can also polyfit the interpolated data - maybe it's a little nicer. There is a program called smooth that does a really good job, but I don't have that toolbox.
myData = readtable('Data_help.xlsx');
figure()
plot(myData.x,myData.y,'+')
hold on;
ytmp = 0:0.01:1;
xtmp = interp1(myData.y,myData.x,ytmp,'v5cubic')
P = polyfit(ytmp,xtmp,6);
ywant = 0:0.001:1;
xwant = polyval(P,ywant);
plot(xwant,ywant)
SamplePolyfit.png
Muhammadhn Muhammadh Khalid
Muhammadhn Muhammadh Khalid el 13 de En. de 2020
Thanks very much Meg Noah. This is exactly what I wanted.
You mentioned about the 'smooth' program. I checked my toolbox and I have it there. In case if I want to use it, how should I use it?
Additonally, I need a small clarification about the interpolation; what is the meaning of 'v5cubic' there?
Thanks
Meg Noah
Meg Noah el 13 de En. de 2020
'v5cubic' is one of many interp1 options that matlab offers. I usually use 'pchip' or 'spline'. Check the documentation.
The smooth operator can operate just on the data:
x_smoothed = smooth(x);
or you can overwrite the default sliding window length, with a number, say, 7, to have it smooth over 7 elements:
x_smoothed = smooth(x, 7);
There are some other features. It's a great algorithm. I think I have the paper somewhere, it was published in a now defunct computer journal/magazine.
Muhammadhn Muhammadh Khalid
Muhammadhn Muhammadh Khalid el 13 de En. de 2020
Oh it's the 1D interpolation. I have been looking at the documentation of 'interp'. Thanks Meg Noah.
'Smooth' seems an interesting operator. I'll look for that paper as well. Thanks.
Muhammadhn Muhammadh Khalid
Muhammadhn Muhammadh Khalid el 2 de Mzo. de 2020
Hi Meg Noah, I' m trying the same thing with the attached data set. But ending up in a more curvy plot. I need a smooth plot similar, but better, than the attached figure. Thanks

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