No idea how to draw this using tikz












2















I am trying to draw this picture: enter image description here



I have tried a lot of things, like defining this 



newcommandirregularcircle[2]{

pgfextra {pgfmathsetmacrolen{(#1)+rand*(#2)}}

+(0:len pt)

foreach a in {10,20,...,120}{

  pgfextra {pgfmathsetmacrolen{(#1)+rand*(#2)}}

  -- +(a:len pt)

} -- cycle

}


But it don't give a figure that can be between the x-axis and the circle, and I don't know how to do this. Thanks.






tikz-pgf draw







share|improve this question

























  • Try tikzedt.org

    – sandu
    1 hour ago
















2















I am trying to draw this picture: enter image description here



I have tried a lot of things, like defining this 



newcommandirregularcircle[2]{

pgfextra {pgfmathsetmacrolen{(#1)+rand*(#2)}}

+(0:len pt)

foreach a in {10,20,...,120}{

  pgfextra {pgfmathsetmacrolen{(#1)+rand*(#2)}}

  -- +(a:len pt)

} -- cycle

}


But it don't give a figure that can be between the x-axis and the circle, and I don't know how to do this. Thanks.






tikz-pgf draw







share|improve this question

























  • Try tikzedt.org

    – sandu
    1 hour ago














2












2








2








I am trying to draw this picture: enter image description here



I have tried a lot of things, like defining this 



newcommandirregularcircle[2]{

pgfextra {pgfmathsetmacrolen{(#1)+rand*(#2)}}

+(0:len pt)

foreach a in {10,20,...,120}{

  pgfextra {pgfmathsetmacrolen{(#1)+rand*(#2)}}

  -- +(a:len pt)

} -- cycle

}


But it don't give a figure that can be between the x-axis and the circle, and I don't know how to do this. Thanks.






tikz-pgf draw







share|improve this question
















I am trying to draw this picture: enter image description here



I have tried a lot of things, like defining this 



newcommandirregularcircle[2]{

pgfextra {pgfmathsetmacrolen{(#1)+rand*(#2)}}

+(0:len pt)

foreach a in {10,20,...,120}{

  pgfextra {pgfmathsetmacrolen{(#1)+rand*(#2)}}

  -- +(a:len pt)

} -- cycle

}


But it don't give a figure that can be between the x-axis and the circle, and I don't know how to do this. Thanks.






tikz-pgf draw




tikz-pgf draw






share|improve this question















share|improve this question













share|improve this question




share|improve this question








edited 1 hour ago









sandu

3,70342856




3,70342856










asked 1 hour ago









J.RodriguezJ.Rodriguez

815




815













  • Try tikzedt.org

    – sandu
    1 hour ago



















  • Try tikzedt.org

    – sandu
    1 hour ago

















Try tikzedt.org

– sandu
1 hour ago





Try tikzedt.org

– sandu
1 hour ago










1 Answer
1






active

oldest

votes


















4














One possibility is tp build up a random list and plots a smooth curve through it.



documentclass[tikz,border=3.14mm]{standalone}

usetikzlibrary{patterns}

begin{document}

begin{tikzpicture}

 pgfmathsetseed{9}

 foreach X in {0,...,11}

 {ifnumX=0

   pgfmathsetmacro{myradius}{2}

   xdefmyLst{myradius}

  else

   pgfmathsetmacro{myradius}{{myLst}[X-1]+0.5*(rnd-0.5)}

   xdefmyLst{myLst,myradius}

  fi}

 xdefmyLst{myLst,2} 

 draw[pattern=north east lines] (2,0) -- 

 plot[smooth,variable=x,samples at={0,...,12}] 

  ([xshift=2cm]-x*10:{{myLst}[x]}) -- (-60:2) arc(-60:0:2);

 draw (120:2) arc (120:-120:2);

 draw[-latex] (0,0) -- (5,0);

 draw[dashed] (2,0) -- (2,-pi);

 draw (2,0) -- ++ (-120:pi);

 draw[latex-latex] (2,0) + (-120:2.7) arc(-120:-90:2.7) node[midway,below]{$mu$};

 draw[-latex] (2,0) -- ++ (-45:1) node[pos=1.2]{$z$};

end{tikzpicture}

end{document}


enter image description here






share|improve this answer





















  • 2





    Marmot, you are a tikz god. Its the 4th question that you answer to me. Thanks a lot. I will put you in my acknowledgments of the tesis.

    – J.Rodriguez
    58 mins ago






  • 1





    @J.Rodriguez It's my pleasure and no need to put acknowledgments.

    – marmot
    57 mins ago











  • @marmot should be in a lot of thesis.

    – manooooh
    47 mins ago











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1 Answer
1






active

oldest

votes








1 Answer
1






active

oldest

votes









active

oldest

votes






active

oldest

votes









4














One possibility is tp build up a random list and plots a smooth curve through it.



documentclass[tikz,border=3.14mm]{standalone}

usetikzlibrary{patterns}

begin{document}

begin{tikzpicture}

 pgfmathsetseed{9}

 foreach X in {0,...,11}

 {ifnumX=0

   pgfmathsetmacro{myradius}{2}

   xdefmyLst{myradius}

  else

   pgfmathsetmacro{myradius}{{myLst}[X-1]+0.5*(rnd-0.5)}

   xdefmyLst{myLst,myradius}

  fi}

 xdefmyLst{myLst,2} 

 draw[pattern=north east lines] (2,0) -- 

 plot[smooth,variable=x,samples at={0,...,12}] 

  ([xshift=2cm]-x*10:{{myLst}[x]}) -- (-60:2) arc(-60:0:2);

 draw (120:2) arc (120:-120:2);

 draw[-latex] (0,0) -- (5,0);

 draw[dashed] (2,0) -- (2,-pi);

 draw (2,0) -- ++ (-120:pi);

 draw[latex-latex] (2,0) + (-120:2.7) arc(-120:-90:2.7) node[midway,below]{$mu$};

 draw[-latex] (2,0) -- ++ (-45:1) node[pos=1.2]{$z$};

end{tikzpicture}

end{document}


enter image description here






share|improve this answer





















  • 2





    Marmot, you are a tikz god. Its the 4th question that you answer to me. Thanks a lot. I will put you in my acknowledgments of the tesis.

    – J.Rodriguez
    58 mins ago






  • 1





    @J.Rodriguez It's my pleasure and no need to put acknowledgments.

    – marmot
    57 mins ago











  • @marmot should be in a lot of thesis.

    – manooooh
    47 mins ago
















4














One possibility is tp build up a random list and plots a smooth curve through it.



documentclass[tikz,border=3.14mm]{standalone}

usetikzlibrary{patterns}

begin{document}

begin{tikzpicture}

 pgfmathsetseed{9}

 foreach X in {0,...,11}

 {ifnumX=0

   pgfmathsetmacro{myradius}{2}

   xdefmyLst{myradius}

  else

   pgfmathsetmacro{myradius}{{myLst}[X-1]+0.5*(rnd-0.5)}

   xdefmyLst{myLst,myradius}

  fi}

 xdefmyLst{myLst,2} 

 draw[pattern=north east lines] (2,0) -- 

 plot[smooth,variable=x,samples at={0,...,12}] 

  ([xshift=2cm]-x*10:{{myLst}[x]}) -- (-60:2) arc(-60:0:2);

 draw (120:2) arc (120:-120:2);

 draw[-latex] (0,0) -- (5,0);

 draw[dashed] (2,0) -- (2,-pi);

 draw (2,0) -- ++ (-120:pi);

 draw[latex-latex] (2,0) + (-120:2.7) arc(-120:-90:2.7) node[midway,below]{$mu$};

 draw[-latex] (2,0) -- ++ (-45:1) node[pos=1.2]{$z$};

end{tikzpicture}

end{document}


enter image description here






share|improve this answer





















  • 2





    Marmot, you are a tikz god. Its the 4th question that you answer to me. Thanks a lot. I will put you in my acknowledgments of the tesis.

    – J.Rodriguez
    58 mins ago






  • 1





    @J.Rodriguez It's my pleasure and no need to put acknowledgments.

    – marmot
    57 mins ago











  • @marmot should be in a lot of thesis.

    – manooooh
    47 mins ago














4












4








4







One possibility is tp build up a random list and plots a smooth curve through it.



documentclass[tikz,border=3.14mm]{standalone}

usetikzlibrary{patterns}

begin{document}

begin{tikzpicture}

 pgfmathsetseed{9}

 foreach X in {0,...,11}

 {ifnumX=0

   pgfmathsetmacro{myradius}{2}

   xdefmyLst{myradius}

  else

   pgfmathsetmacro{myradius}{{myLst}[X-1]+0.5*(rnd-0.5)}

   xdefmyLst{myLst,myradius}

  fi}

 xdefmyLst{myLst,2} 

 draw[pattern=north east lines] (2,0) -- 

 plot[smooth,variable=x,samples at={0,...,12}] 

  ([xshift=2cm]-x*10:{{myLst}[x]}) -- (-60:2) arc(-60:0:2);

 draw (120:2) arc (120:-120:2);

 draw[-latex] (0,0) -- (5,0);

 draw[dashed] (2,0) -- (2,-pi);

 draw (2,0) -- ++ (-120:pi);

 draw[latex-latex] (2,0) + (-120:2.7) arc(-120:-90:2.7) node[midway,below]{$mu$};

 draw[-latex] (2,0) -- ++ (-45:1) node[pos=1.2]{$z$};

end{tikzpicture}

end{document}


enter image description here






share|improve this answer















One possibility is tp build up a random list and plots a smooth curve through it.



documentclass[tikz,border=3.14mm]{standalone}

usetikzlibrary{patterns}

begin{document}

begin{tikzpicture}

 pgfmathsetseed{9}

 foreach X in {0,...,11}

 {ifnumX=0

   pgfmathsetmacro{myradius}{2}

   xdefmyLst{myradius}

  else

   pgfmathsetmacro{myradius}{{myLst}[X-1]+0.5*(rnd-0.5)}

   xdefmyLst{myLst,myradius}

  fi}

 xdefmyLst{myLst,2} 

 draw[pattern=north east lines] (2,0) -- 

 plot[smooth,variable=x,samples at={0,...,12}] 

  ([xshift=2cm]-x*10:{{myLst}[x]}) -- (-60:2) arc(-60:0:2);

 draw (120:2) arc (120:-120:2);

 draw[-latex] (0,0) -- (5,0);

 draw[dashed] (2,0) -- (2,-pi);

 draw (2,0) -- ++ (-120:pi);

 draw[latex-latex] (2,0) + (-120:2.7) arc(-120:-90:2.7) node[midway,below]{$mu$};

 draw[-latex] (2,0) -- ++ (-45:1) node[pos=1.2]{$z$};

end{tikzpicture}

end{document}


enter image description here







share|improve this answer














share|improve this answer



share|improve this answer








edited 15 mins ago

























answered 1 hour ago









marmotmarmot

112k5140264




112k5140264








  • 2





    Marmot, you are a tikz god. Its the 4th question that you answer to me. Thanks a lot. I will put you in my acknowledgments of the tesis.

    – J.Rodriguez
    58 mins ago






  • 1





    @J.Rodriguez It's my pleasure and no need to put acknowledgments.

    – marmot
    57 mins ago











  • @marmot should be in a lot of thesis.

    – manooooh
    47 mins ago














  • 2





    Marmot, you are a tikz god. Its the 4th question that you answer to me. Thanks a lot. I will put you in my acknowledgments of the tesis.

    – J.Rodriguez
    58 mins ago






  • 1





    @J.Rodriguez It's my pleasure and no need to put acknowledgments.

    – marmot
    57 mins ago











  • @marmot should be in a lot of thesis.

    – manooooh
    47 mins ago








2




2





Marmot, you are a tikz god. Its the 4th question that you answer to me. Thanks a lot. I will put you in my acknowledgments of the tesis.

– J.Rodriguez
58 mins ago





Marmot, you are a tikz god. Its the 4th question that you answer to me. Thanks a lot. I will put you in my acknowledgments of the tesis.

– J.Rodriguez
58 mins ago




1




1





@J.Rodriguez It's my pleasure and no need to put acknowledgments.

– marmot
57 mins ago





@J.Rodriguez It's my pleasure and no need to put acknowledgments.

– marmot
57 mins ago













@marmot should be in a lot of thesis.

– manooooh
47 mins ago





@marmot should be in a lot of thesis.

– manooooh
47 mins ago


















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