how can I make a colored 2D-surface in a polar plot? I want to give some labels to this polar... It is possible?
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Marcos Perez
am 7 Jul. 2015
Beantwortet: Adam Danz
am 30 Sep. 2025
clc
c=input('How many blades are there in the blower?:');
t = 0:.01:2*pi;
if mod(c,2)==1 polar(t,(cos((c*t))),'-r') else polar(t,(cos((c/2)*t).^2),'-r') end
% find all of the text objects in the polar plot
h = findall(gcf,'type','text');
% delete the text objects
delete(h);
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Akzeptierte Antwort
Joseph Cheng
am 7 Jul. 2015
Bearbeitet: Adam Danz
am 30 Sep. 2025
the fill is a bit temperamental (does not work for odd blades). but it should be a starting point for you to look further.
clc
% c=input('How many blades are there in the blower?:');
c=randi(6,1,1);
t = 0:.01:2*pi;
if mod(c,2)==1
ph = polar(t,(cos((c*t))),'-r')
else
ph = polar(t,(cos((c/2)*t).^2),'-r')
end
% find all of the text objects in the polar plot
h = findall(gcf,'type','text');
% delete the text objects
delete(h);
patch(get(ph,'XData'), get(ph,'YData'), 'g')
fins = linspace(0,360,c+1);
for ind = 1:c
txtx = 1.2*cosd(fins(ind));
txty = 1.2*sind(fins(ind));
text(txtx,txty,['fin ' num2str(ind)])
end
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bio lim
am 8 Jul. 2015
clc
c=input('How many blades are there in the blower?:');
t = 0:.01:2*pi;
if mod(c,2)==1
radius = cos(c*t);
radius(radius <= 0) = 0;
ph = polar(t,(radius),'-r')
else
ph = polar(t,(cos((c/2)*t).^2),'-r')
end
% find all of the text objects in the polar plot
h = findall(gcf,'type','text');
% delete the text objects
delete(h);
patch(get(ph,'XData'), get(ph, 'YData'), 'b')
The rest is the code from Cheng, except the 'fins' was renamed to 'Blade' as the image suggested.
fins = linspace(0,360,c+1);
for ind = 1:c
txtx = 1.2 * cosd(fins(ind));
txty = 1.2 * sind(fins(ind));
text(txtx,txty,['Blade ' num2str(ind)])
end
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Adam Danz
am 30 Sep. 2025
Starting in R2025a, polar axes support patch and surface objects.
There's more info about patch and surface support in polar axes in the Graphics and App Building blog.
c = 8;
t = linspace(0,2*pi,1000);
pax = polaraxes();
if mod(c,2)==1
patch(pax,t,(cos((c*t))),'-r')
else
patch(pax,t,(cos((c/2)*t).^2),'-r')
end
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