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How to color a zone in Tikz


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3















I have this image: enter image description here



That is made with this code: 



     documentclass{article}

     usepackage{tikz}

usepackage{amssymb,amsthm,amsmath}

usetikzlibrary{shapes,positioning,intersections,quotes}



begin{document}



begin{center}

         begin{tikzpicture}

         draw [rotate=270] (0,0)  arc (180:0:1);

         draw [rotate=270] (-2,0)  arc (180:0:1);

         draw (0,0) circle (2cm);

         draw[dashed] (0,2.5) -- (0,-2.5);

         draw[dashed](-2.5,0) -- (2.5,0);

         draw (0,0) -- (-1.1547,1.9);

         draw (0,0) -- (-1.01,2);

         draw [rotate=120](0,0) -- (-1.1547,1.9);

         draw [rotate=120](0,0) -- (-1.01,2);

        filldraw[black] (1.2,0) circle (0pt)

 node[anchor=west] {$S_0$};

        filldraw[black] (-1.2,0) circle (0pt)

  node[anchor=west] {$S_3$};

        filldraw[black] (0,1.2) circle (0pt)

  node[anchor=west] {$S_1$};

        filldraw[black] (0,-1.2) circle (0pt)

  node[anchor=west] {$S_2$};



        filldraw[black] (-1,2.1) circle (0pt)

  node[anchor=west] {tiny{$R_1$}};

         end{tikzpicture}

end{center}









end{document}


And I want to know if there is a way to color in gray the zone that is between the 2 lines (in both zones). Any ideas? Thanks.






draw







share|improve this question



























    3















    I have this image: enter image description here



    That is made with this code: 



         documentclass{article}
    
     usepackage{tikz}
    
usepackage{amssymb,amsthm,amsmath}
    
usetikzlibrary{shapes,positioning,intersections,quotes}
    

    
begin{document}
    

    
begin{center}
    
         begin{tikzpicture}
    
         draw [rotate=270] (0,0)  arc (180:0:1);
    
         draw [rotate=270] (-2,0)  arc (180:0:1);
    
         draw (0,0) circle (2cm);
    
         draw[dashed] (0,2.5) -- (0,-2.5);
    
         draw[dashed](-2.5,0) -- (2.5,0);
    
         draw (0,0) -- (-1.1547,1.9);
    
         draw (0,0) -- (-1.01,2);
    
         draw [rotate=120](0,0) -- (-1.1547,1.9);
    
         draw [rotate=120](0,0) -- (-1.01,2);
    
        filldraw[black] (1.2,0) circle (0pt)
    
 node[anchor=west] {$S_0$};
    
        filldraw[black] (-1.2,0) circle (0pt)
    
  node[anchor=west] {$S_3$};
    
        filldraw[black] (0,1.2) circle (0pt)
    
  node[anchor=west] {$S_1$};
    
        filldraw[black] (0,-1.2) circle (0pt)
    
  node[anchor=west] {$S_2$};
    

    
        filldraw[black] (-1,2.1) circle (0pt)
    
  node[anchor=west] {tiny{$R_1$}};
    
         end{tikzpicture}
    
end{center}
    

    

    

    

    
end{document}


    And I want to know if there is a way to color in gray the zone that is between the 2 lines (in both zones). Any ideas? Thanks.






    draw







    share|improve this question

























      3












      3








      3








      I have this image: enter image description here



      That is made with this code: 



           documentclass{article}
      
     usepackage{tikz}
      
usepackage{amssymb,amsthm,amsmath}
      
usetikzlibrary{shapes,positioning,intersections,quotes}
      

      
begin{document}
      

      
begin{center}
      
         begin{tikzpicture}
      
         draw [rotate=270] (0,0)  arc (180:0:1);
      
         draw [rotate=270] (-2,0)  arc (180:0:1);
      
         draw (0,0) circle (2cm);
      
         draw[dashed] (0,2.5) -- (0,-2.5);
      
         draw[dashed](-2.5,0) -- (2.5,0);
      
         draw (0,0) -- (-1.1547,1.9);
      
         draw (0,0) -- (-1.01,2);
      
         draw [rotate=120](0,0) -- (-1.1547,1.9);
      
         draw [rotate=120](0,0) -- (-1.01,2);
      
        filldraw[black] (1.2,0) circle (0pt)
      
 node[anchor=west] {$S_0$};
      
        filldraw[black] (-1.2,0) circle (0pt)
      
  node[anchor=west] {$S_3$};
      
        filldraw[black] (0,1.2) circle (0pt)
      
  node[anchor=west] {$S_1$};
      
        filldraw[black] (0,-1.2) circle (0pt)
      
  node[anchor=west] {$S_2$};
      

      
        filldraw[black] (-1,2.1) circle (0pt)
      
  node[anchor=west] {tiny{$R_1$}};
      
         end{tikzpicture}
      
end{center}
      

      

      

      

      
end{document}


      And I want to know if there is a way to color in gray the zone that is between the 2 lines (in both zones). Any ideas? Thanks.






      draw







      share|improve this question














      I have this image: enter image description here



      That is made with this code: 



           documentclass{article}
      
     usepackage{tikz}
      
usepackage{amssymb,amsthm,amsmath}
      
usetikzlibrary{shapes,positioning,intersections,quotes}
      

      
begin{document}
      

      
begin{center}
      
         begin{tikzpicture}
      
         draw [rotate=270] (0,0)  arc (180:0:1);
      
         draw [rotate=270] (-2,0)  arc (180:0:1);
      
         draw (0,0) circle (2cm);
      
         draw[dashed] (0,2.5) -- (0,-2.5);
      
         draw[dashed](-2.5,0) -- (2.5,0);
      
         draw (0,0) -- (-1.1547,1.9);
      
         draw (0,0) -- (-1.01,2);
      
         draw [rotate=120](0,0) -- (-1.1547,1.9);
      
         draw [rotate=120](0,0) -- (-1.01,2);
      
        filldraw[black] (1.2,0) circle (0pt)
      
 node[anchor=west] {$S_0$};
      
        filldraw[black] (-1.2,0) circle (0pt)
      
  node[anchor=west] {$S_3$};
      
        filldraw[black] (0,1.2) circle (0pt)
      
  node[anchor=west] {$S_1$};
      
        filldraw[black] (0,-1.2) circle (0pt)
      
  node[anchor=west] {$S_2$};
      

      
        filldraw[black] (-1,2.1) circle (0pt)
      
  node[anchor=west] {tiny{$R_1$}};
      
         end{tikzpicture}
      
end{center}
      

      

      

      

      
end{document}


      And I want to know if there is a way to color in gray the zone that is between the 2 lines (in both zones). Any ideas? Thanks.






      draw




      draw






      share|improve this question













      share|improve this question











      share|improve this question




      share|improve this question










      asked 1 hour ago









      J.RodriguezJ.Rodriguez

      715




      715






















          1 Answer
          1






          active

          oldest

          votes


















          4














          Sure. (But why do you not use polar coordinates?)



          documentclass{article}
          
usepackage{tikz}
          
begin{document}
          
section*{Two methods that do not require libraries}
          
subsection*{Method 1: clip}
          
begin{center}
          
  begin{tikzpicture}
          
         draw [rotate=270] (0,0)  arc (180:0:1);
          
         draw [rotate=270] (-2,0)  arc (180:0:1);
          
         draw (0,0) circle (2cm);
          
         draw[dashed] (0,2.5) -- (0,-2.5);
          
         draw[dashed](-2.5,0) -- (2.5,0);
          
         draw (0,0) -- (-1.1547,1.9);
          
         draw (0,0) -- (-1.01,2);
          
         draw [rotate=120](0,0) -- (-1.1547,1.9);
          
         draw [rotate=120](0,0) -- (-1.01,2);
          
         path (1.2,0)  node[anchor=west] {$S_0$};
          
         path (-1.2,0)   node[anchor=west] {$S_3$};
          
         path (0,1.2)   node[anchor=west] {$S_1$};
          
         path (0,-1.2)   node[anchor=west] {$S_2$};
          
         path (-1,2.1)   node[anchor=west] {tiny{$R_1$}};
          
         clip (0,0) circle[radius=2cm-pgflinewidth/2];
          
         draw[fill=gray] (0,0) -- (-1.01,2) -- (-1.1547,1.9);
          
         draw[fill=gray,rotate=120] (0,0) -- (-1.01,2) -- (-1.1547,1.9);
          
  end{tikzpicture}
          
end{center}
          
subsection*{Method 2: compute the polar coordinates of the points and use them}
          
begin{center}
          
 begin{tikzpicture}
          
         draw [rotate=270] (0,0)  arc (180:0:1);
          
         draw [rotate=270] (-2,0)  arc (180:0:1);
          
         draw (0,0) circle (2cm);
          
         draw[dashed] (0,2.5) -- (0,-2.5);
          
         draw[dashed](-2.5,0) -- (2.5,0);
          
         draw (0,0) -- (-1.1547,1.9);
          
         draw (0,0) -- (-1.01,2);
          
         pgfmathsetmacro{myangleOne}{atan2(1.9,-1.1547)}
          
         %pgfmathsetmacro{myradius}{veclen(1.9,-1.1547)}
          
         pgfmathsetmacro{myangleTwo}{atan2(2,-1.01)}
          
         draw[fill=gray] (0,0) -- (myangleOne:2) arc(myangleOne:myangleTwo:2)
          
         --cycle;
          
         %typeout{myangleOne,myangleTwo}
          
         draw [rotate=120](0,0) -- (-1.1547,1.9);
          
         draw [rotate=120](0,0) -- (-1.01,2);
          
         draw[fill=gray,rotate=120] (0,0) -- (myangleOne:2) arc(myangleOne:myangleTwo:2)
          
         --cycle;
          
        path (1.2,0)  node[anchor=west] {$S_0$};
          
        path (-1.2,0)   node[anchor=west] {$S_3$};
          
        path (0,1.2)   node[anchor=west] {$S_1$};
          
        path (0,-1.2)   node[anchor=west] {$S_2$};
          
        path (-1,2.1)  node[anchor=west] {tiny{$R_1$}};
          
 end{tikzpicture}
          
end{center}
          
end{document}


          enter image description here






          share|improve this answer


























          • Wow, thanks, actually I don't use the polar plots becouse I am just learning to use Tikz. But I will look for it.

            – J.Rodriguez
            1 hour ago











          • @J.Rodriguez In this situation they may be very useful. Anyway, I added a second method (clip) in case you do not want to use them.

            – marmot
            1 hour ago











          Your Answer








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          1 Answer
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          active

          oldest

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          1 Answer
          1






          active

          oldest

          votes









          active

          oldest

          votes






          active

          oldest

          votes









          4














          Sure. (But why do you not use polar coordinates?)



          documentclass{article}
          
usepackage{tikz}
          
begin{document}
          
section*{Two methods that do not require libraries}
          
subsection*{Method 1: clip}
          
begin{center}
          
  begin{tikzpicture}
          
         draw [rotate=270] (0,0)  arc (180:0:1);
          
         draw [rotate=270] (-2,0)  arc (180:0:1);
          
         draw (0,0) circle (2cm);
          
         draw[dashed] (0,2.5) -- (0,-2.5);
          
         draw[dashed](-2.5,0) -- (2.5,0);
          
         draw (0,0) -- (-1.1547,1.9);
          
         draw (0,0) -- (-1.01,2);
          
         draw [rotate=120](0,0) -- (-1.1547,1.9);
          
         draw [rotate=120](0,0) -- (-1.01,2);
          
         path (1.2,0)  node[anchor=west] {$S_0$};
          
         path (-1.2,0)   node[anchor=west] {$S_3$};
          
         path (0,1.2)   node[anchor=west] {$S_1$};
          
         path (0,-1.2)   node[anchor=west] {$S_2$};
          
         path (-1,2.1)   node[anchor=west] {tiny{$R_1$}};
          
         clip (0,0) circle[radius=2cm-pgflinewidth/2];
          
         draw[fill=gray] (0,0) -- (-1.01,2) -- (-1.1547,1.9);
          
         draw[fill=gray,rotate=120] (0,0) -- (-1.01,2) -- (-1.1547,1.9);
          
  end{tikzpicture}
          
end{center}
          
subsection*{Method 2: compute the polar coordinates of the points and use them}
          
begin{center}
          
 begin{tikzpicture}
          
         draw [rotate=270] (0,0)  arc (180:0:1);
          
         draw [rotate=270] (-2,0)  arc (180:0:1);
          
         draw (0,0) circle (2cm);
          
         draw[dashed] (0,2.5) -- (0,-2.5);
          
         draw[dashed](-2.5,0) -- (2.5,0);
          
         draw (0,0) -- (-1.1547,1.9);
          
         draw (0,0) -- (-1.01,2);
          
         pgfmathsetmacro{myangleOne}{atan2(1.9,-1.1547)}
          
         %pgfmathsetmacro{myradius}{veclen(1.9,-1.1547)}
          
         pgfmathsetmacro{myangleTwo}{atan2(2,-1.01)}
          
         draw[fill=gray] (0,0) -- (myangleOne:2) arc(myangleOne:myangleTwo:2)
          
         --cycle;
          
         %typeout{myangleOne,myangleTwo}
          
         draw [rotate=120](0,0) -- (-1.1547,1.9);
          
         draw [rotate=120](0,0) -- (-1.01,2);
          
         draw[fill=gray,rotate=120] (0,0) -- (myangleOne:2) arc(myangleOne:myangleTwo:2)
          
         --cycle;
          
        path (1.2,0)  node[anchor=west] {$S_0$};
          
        path (-1.2,0)   node[anchor=west] {$S_3$};
          
        path (0,1.2)   node[anchor=west] {$S_1$};
          
        path (0,-1.2)   node[anchor=west] {$S_2$};
          
        path (-1,2.1)  node[anchor=west] {tiny{$R_1$}};
          
 end{tikzpicture}
          
end{center}
          
end{document}


          enter image description here






          share|improve this answer


























          • Wow, thanks, actually I don't use the polar plots becouse I am just learning to use Tikz. But I will look for it.

            – J.Rodriguez
            1 hour ago











          • @J.Rodriguez In this situation they may be very useful. Anyway, I added a second method (clip) in case you do not want to use them.

            – marmot
            1 hour ago
















          4














          Sure. (But why do you not use polar coordinates?)



          documentclass{article}
          
usepackage{tikz}
          
begin{document}
          
section*{Two methods that do not require libraries}
          
subsection*{Method 1: clip}
          
begin{center}
          
  begin{tikzpicture}
          
         draw [rotate=270] (0,0)  arc (180:0:1);
          
         draw [rotate=270] (-2,0)  arc (180:0:1);
          
         draw (0,0) circle (2cm);
          
         draw[dashed] (0,2.5) -- (0,-2.5);
          
         draw[dashed](-2.5,0) -- (2.5,0);
          
         draw (0,0) -- (-1.1547,1.9);
          
         draw (0,0) -- (-1.01,2);
          
         draw [rotate=120](0,0) -- (-1.1547,1.9);
          
         draw [rotate=120](0,0) -- (-1.01,2);
          
         path (1.2,0)  node[anchor=west] {$S_0$};
          
         path (-1.2,0)   node[anchor=west] {$S_3$};
          
         path (0,1.2)   node[anchor=west] {$S_1$};
          
         path (0,-1.2)   node[anchor=west] {$S_2$};
          
         path (-1,2.1)   node[anchor=west] {tiny{$R_1$}};
          
         clip (0,0) circle[radius=2cm-pgflinewidth/2];
          
         draw[fill=gray] (0,0) -- (-1.01,2) -- (-1.1547,1.9);
          
         draw[fill=gray,rotate=120] (0,0) -- (-1.01,2) -- (-1.1547,1.9);
          
  end{tikzpicture}
          
end{center}
          
subsection*{Method 2: compute the polar coordinates of the points and use them}
          
begin{center}
          
 begin{tikzpicture}
          
         draw [rotate=270] (0,0)  arc (180:0:1);
          
         draw [rotate=270] (-2,0)  arc (180:0:1);
          
         draw (0,0) circle (2cm);
          
         draw[dashed] (0,2.5) -- (0,-2.5);
          
         draw[dashed](-2.5,0) -- (2.5,0);
          
         draw (0,0) -- (-1.1547,1.9);
          
         draw (0,0) -- (-1.01,2);
          
         pgfmathsetmacro{myangleOne}{atan2(1.9,-1.1547)}
          
         %pgfmathsetmacro{myradius}{veclen(1.9,-1.1547)}
          
         pgfmathsetmacro{myangleTwo}{atan2(2,-1.01)}
          
         draw[fill=gray] (0,0) -- (myangleOne:2) arc(myangleOne:myangleTwo:2)
          
         --cycle;
          
         %typeout{myangleOne,myangleTwo}
          
         draw [rotate=120](0,0) -- (-1.1547,1.9);
          
         draw [rotate=120](0,0) -- (-1.01,2);
          
         draw[fill=gray,rotate=120] (0,0) -- (myangleOne:2) arc(myangleOne:myangleTwo:2)
          
         --cycle;
          
        path (1.2,0)  node[anchor=west] {$S_0$};
          
        path (-1.2,0)   node[anchor=west] {$S_3$};
          
        path (0,1.2)   node[anchor=west] {$S_1$};
          
        path (0,-1.2)   node[anchor=west] {$S_2$};
          
        path (-1,2.1)  node[anchor=west] {tiny{$R_1$}};
          
 end{tikzpicture}
          
end{center}
          
end{document}


          enter image description here






          share|improve this answer


























          • Wow, thanks, actually I don't use the polar plots becouse I am just learning to use Tikz. But I will look for it.

            – J.Rodriguez
            1 hour ago











          • @J.Rodriguez In this situation they may be very useful. Anyway, I added a second method (clip) in case you do not want to use them.

            – marmot
            1 hour ago














          4












          4








          4







          Sure. (But why do you not use polar coordinates?)



          documentclass{article}
          
usepackage{tikz}
          
begin{document}
          
section*{Two methods that do not require libraries}
          
subsection*{Method 1: clip}
          
begin{center}
          
  begin{tikzpicture}
          
         draw [rotate=270] (0,0)  arc (180:0:1);
          
         draw [rotate=270] (-2,0)  arc (180:0:1);
          
         draw (0,0) circle (2cm);
          
         draw[dashed] (0,2.5) -- (0,-2.5);
          
         draw[dashed](-2.5,0) -- (2.5,0);
          
         draw (0,0) -- (-1.1547,1.9);
          
         draw (0,0) -- (-1.01,2);
          
         draw [rotate=120](0,0) -- (-1.1547,1.9);
          
         draw [rotate=120](0,0) -- (-1.01,2);
          
         path (1.2,0)  node[anchor=west] {$S_0$};
          
         path (-1.2,0)   node[anchor=west] {$S_3$};
          
         path (0,1.2)   node[anchor=west] {$S_1$};
          
         path (0,-1.2)   node[anchor=west] {$S_2$};
          
         path (-1,2.1)   node[anchor=west] {tiny{$R_1$}};
          
         clip (0,0) circle[radius=2cm-pgflinewidth/2];
          
         draw[fill=gray] (0,0) -- (-1.01,2) -- (-1.1547,1.9);
          
         draw[fill=gray,rotate=120] (0,0) -- (-1.01,2) -- (-1.1547,1.9);
          
  end{tikzpicture}
          
end{center}
          
subsection*{Method 2: compute the polar coordinates of the points and use them}
          
begin{center}
          
 begin{tikzpicture}
          
         draw [rotate=270] (0,0)  arc (180:0:1);
          
         draw [rotate=270] (-2,0)  arc (180:0:1);
          
         draw (0,0) circle (2cm);
          
         draw[dashed] (0,2.5) -- (0,-2.5);
          
         draw[dashed](-2.5,0) -- (2.5,0);
          
         draw (0,0) -- (-1.1547,1.9);
          
         draw (0,0) -- (-1.01,2);
          
         pgfmathsetmacro{myangleOne}{atan2(1.9,-1.1547)}
          
         %pgfmathsetmacro{myradius}{veclen(1.9,-1.1547)}
          
         pgfmathsetmacro{myangleTwo}{atan2(2,-1.01)}
          
         draw[fill=gray] (0,0) -- (myangleOne:2) arc(myangleOne:myangleTwo:2)
          
         --cycle;
          
         %typeout{myangleOne,myangleTwo}
          
         draw [rotate=120](0,0) -- (-1.1547,1.9);
          
         draw [rotate=120](0,0) -- (-1.01,2);
          
         draw[fill=gray,rotate=120] (0,0) -- (myangleOne:2) arc(myangleOne:myangleTwo:2)
          
         --cycle;
          
        path (1.2,0)  node[anchor=west] {$S_0$};
          
        path (-1.2,0)   node[anchor=west] {$S_3$};
          
        path (0,1.2)   node[anchor=west] {$S_1$};
          
        path (0,-1.2)   node[anchor=west] {$S_2$};
          
        path (-1,2.1)  node[anchor=west] {tiny{$R_1$}};
          
 end{tikzpicture}
          
end{center}
          
end{document}


          enter image description here






          share|improve this answer















          Sure. (But why do you not use polar coordinates?)



          documentclass{article}
          
usepackage{tikz}
          
begin{document}
          
section*{Two methods that do not require libraries}
          
subsection*{Method 1: clip}
          
begin{center}
          
  begin{tikzpicture}
          
         draw [rotate=270] (0,0)  arc (180:0:1);
          
         draw [rotate=270] (-2,0)  arc (180:0:1);
          
         draw (0,0) circle (2cm);
          
         draw[dashed] (0,2.5) -- (0,-2.5);
          
         draw[dashed](-2.5,0) -- (2.5,0);
          
         draw (0,0) -- (-1.1547,1.9);
          
         draw (0,0) -- (-1.01,2);
          
         draw [rotate=120](0,0) -- (-1.1547,1.9);
          
         draw [rotate=120](0,0) -- (-1.01,2);
          
         path (1.2,0)  node[anchor=west] {$S_0$};
          
         path (-1.2,0)   node[anchor=west] {$S_3$};
          
         path (0,1.2)   node[anchor=west] {$S_1$};
          
         path (0,-1.2)   node[anchor=west] {$S_2$};
          
         path (-1,2.1)   node[anchor=west] {tiny{$R_1$}};
          
         clip (0,0) circle[radius=2cm-pgflinewidth/2];
          
         draw[fill=gray] (0,0) -- (-1.01,2) -- (-1.1547,1.9);
          
         draw[fill=gray,rotate=120] (0,0) -- (-1.01,2) -- (-1.1547,1.9);
          
  end{tikzpicture}
          
end{center}
          
subsection*{Method 2: compute the polar coordinates of the points and use them}
          
begin{center}
          
 begin{tikzpicture}
          
         draw [rotate=270] (0,0)  arc (180:0:1);
          
         draw [rotate=270] (-2,0)  arc (180:0:1);
          
         draw (0,0) circle (2cm);
          
         draw[dashed] (0,2.5) -- (0,-2.5);
          
         draw[dashed](-2.5,0) -- (2.5,0);
          
         draw (0,0) -- (-1.1547,1.9);
          
         draw (0,0) -- (-1.01,2);
          
         pgfmathsetmacro{myangleOne}{atan2(1.9,-1.1547)}
          
         %pgfmathsetmacro{myradius}{veclen(1.9,-1.1547)}
          
         pgfmathsetmacro{myangleTwo}{atan2(2,-1.01)}
          
         draw[fill=gray] (0,0) -- (myangleOne:2) arc(myangleOne:myangleTwo:2)
          
         --cycle;
          
         %typeout{myangleOne,myangleTwo}
          
         draw [rotate=120](0,0) -- (-1.1547,1.9);
          
         draw [rotate=120](0,0) -- (-1.01,2);
          
         draw[fill=gray,rotate=120] (0,0) -- (myangleOne:2) arc(myangleOne:myangleTwo:2)
          
         --cycle;
          
        path (1.2,0)  node[anchor=west] {$S_0$};
          
        path (-1.2,0)   node[anchor=west] {$S_3$};
          
        path (0,1.2)   node[anchor=west] {$S_1$};
          
        path (0,-1.2)   node[anchor=west] {$S_2$};
          
        path (-1,2.1)  node[anchor=west] {tiny{$R_1$}};
          
 end{tikzpicture}
          
end{center}
          
end{document}


          enter image description here







          share|improve this answer














          share|improve this answer



          share|improve this answer








          edited 1 hour ago

























          answered 1 hour ago









          marmotmarmot

          111k5140264




          111k5140264













          • Wow, thanks, actually I don't use the polar plots becouse I am just learning to use Tikz. But I will look for it.

            – J.Rodriguez
            1 hour ago











          • @J.Rodriguez In this situation they may be very useful. Anyway, I added a second method (clip) in case you do not want to use them.

            – marmot
            1 hour ago



















          • Wow, thanks, actually I don't use the polar plots becouse I am just learning to use Tikz. But I will look for it.

            – J.Rodriguez
            1 hour ago











          • @J.Rodriguez In this situation they may be very useful. Anyway, I added a second method (clip) in case you do not want to use them.

            – marmot
            1 hour ago

















          Wow, thanks, actually I don't use the polar plots becouse I am just learning to use Tikz. But I will look for it.

          – J.Rodriguez
          1 hour ago





          Wow, thanks, actually I don't use the polar plots becouse I am just learning to use Tikz. But I will look for it.

          – J.Rodriguez
          1 hour ago













          @J.Rodriguez In this situation they may be very useful. Anyway, I added a second method (clip) in case you do not want to use them.

          – marmot
          1 hour ago





          @J.Rodriguez In this situation they may be very useful. Anyway, I added a second method (clip) in case you do not want to use them.

          – marmot
          1 hour ago


















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