![](https://www.mathworks.com/matlabcentral/answers/uploaded_files/326822/image.png)
3D-Surface between 2 lines.
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Mammadbaghir Baghirzade
le 4 Juil 2020
Modifié(e) : Mammadbaghir Baghirzade
le 10 Nov 2020
Hi all,
Previously with one of the Mathwork community users' (darova) suggestion we created 3D surfaces on the sphere.
Please find the script below.
Here I have 3 surfaces the one of which (green) is below the other 2 surfaces.
Now, I aim to fill the gap between the top (red) and bottom (green) surfaces by creating an additional surface (i.e. an oblique surface (a slightly tilted surface)).
To make it clearer, in the output image of the attached code one can see 2 lines between the top (red) and bottom (green) surfaces.
I aim to create a surface between those 2 lines in order to close the gap.
I've tried several ways, and also a triangulation method, however, was not successfull.
Could you please make a suggestion on this.
I appreciate the time you spend.
Regards
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darova
le 4 Juil 2020
what about this?
xf = [xl2(1) xl2(5) xl1(4) xl1(5)];
yf = [yl2(1) yl2(5) yl1(4) yl1(5)];
![](https://www.mathworks.com/matlabcentral/answers/uploaded_files/326822/image.png)
3 commentaires
darova
le 5 Juil 2020
see this
n = 10;
xf1 = linspace(xl2(1), xl2(5), n);
xf2 = linspace(xl1(5), xl1(4), n);
yf1 = linspace(yl2(1), yl2(5), n);
yf2 = linspace(yl1(5), yl1(4), n);
zf11 = sqrt(49 - xf1.^2 - yf1.^2);
zf12 = sqrt(47.5 - xf1.^2 - yf1.^2);
zf21 = sqrt(47.5 - xf2.^2 - yf2.^2);
zf22 = sqrt(49 - xf2.^2 - yf2.^2);
surface([xf1;xf1;xf2;xf2],...
[yf1;yf1;yf2;yf2],...
[zf11;zf12;zf21;zf22],'facecolor','g')
![](https://www.mathworks.com/matlabcentral/answers/uploaded_files/327287/image.png)
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Mehmed Saad
le 4 Juil 2020
Modifié(e) : Mehmed Saad
le 4 Juil 2020
I have a layman approach for this (The dumb method)
get co-ordinates by cursor
![](https://www.mathworks.com/matlabcentral/answers/uploaded_files/326681/image.png)
export them to workspace
![](https://www.mathworks.com/matlabcentral/answers/uploaded_files/326684/image.png)
save it in a variable
![](https://www.mathworks.com/matlabcentral/answers/uploaded_files/326687/image.png)
Now access all the co-ords
apos = [cursor_info.Position];
hold on,fill3(apos(1:3:end),apos(2:3:end),apos(3:3:end),'r','EdgeColor','none')
![](https://www.mathworks.com/matlabcentral/answers/uploaded_files/326693/image.png)
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