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How to color a zone in Tikz
How does one draw a cylindrical shell in TikZ?How to draw a diagonal rectangle with TikZ?how to draw automata with 4 statesHow to draw graph with TiKz?How to draw countour integration?How to draw two concentric simple closed curves using tikzHow draw this figure (spiral) in tikz?how to draw a sine wavesPlot curves and color space regions in LaTeXBox half filled color
I have this image:
That is made with this code:
documentclassarticle
usepackagetikz
usepackageamssymb,amsthm,amsmath
usetikzlibraryshapes,positioning,intersections,quotes
begindocument
begincenter
begintikzpicture
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$R_1$;
endtikzpicture
endcenter
enddocument
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
add a comment |
I have this image:
That is made with this code:
documentclassarticle
usepackagetikz
usepackageamssymb,amsthm,amsmath
usetikzlibraryshapes,positioning,intersections,quotes
begindocument
begincenter
begintikzpicture
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$R_1$;
endtikzpicture
endcenter
enddocument
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
add a comment |
I have this image:
That is made with this code:
documentclassarticle
usepackagetikz
usepackageamssymb,amsthm,amsmath
usetikzlibraryshapes,positioning,intersections,quotes
begindocument
begincenter
begintikzpicture
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$R_1$;
endtikzpicture
endcenter
enddocument
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
I have this image:
That is made with this code:
documentclassarticle
usepackagetikz
usepackageamssymb,amsthm,amsmath
usetikzlibraryshapes,positioning,intersections,quotes
begindocument
begincenter
begintikzpicture
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$R_1$;
endtikzpicture
endcenter
enddocument
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
asked 2 hours ago
J.RodriguezJ.Rodriguez
735
735
add a comment |
add a comment |
1 Answer
1
active
oldest
votes
Sure. (But why do you not use polar coordinates?)
documentclassarticle
usepackagetikz
begindocument
section*Two methods that do not require libraries
subsection*Method 1: clip
begincenter
begintikzpicture
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);
endtikzpicture
endcenter
subsection*Method 2: compute the polar coordinates of the points and use them
begincenter
begintikzpicture
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);
pgfmathsetmacromyangleOneatan2(1.9,-1.1547)
%pgfmathsetmacromyradiusveclen(1.9,-1.1547)
pgfmathsetmacromyangleTwoatan2(2,-1.01)
draw[fill=gray] (0,0) -- (myangleOne:2) arc(myangleOne:myangleTwo:2)
--cycle;
%typeoutmyangleOne,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$R_1$;
endtikzpicture
endcenter
enddocument
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
add a comment |
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1 Answer
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1 Answer
1
active
oldest
votes
active
oldest
votes
active
oldest
votes
Sure. (But why do you not use polar coordinates?)
documentclassarticle
usepackagetikz
begindocument
section*Two methods that do not require libraries
subsection*Method 1: clip
begincenter
begintikzpicture
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);
endtikzpicture
endcenter
subsection*Method 2: compute the polar coordinates of the points and use them
begincenter
begintikzpicture
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);
pgfmathsetmacromyangleOneatan2(1.9,-1.1547)
%pgfmathsetmacromyradiusveclen(1.9,-1.1547)
pgfmathsetmacromyangleTwoatan2(2,-1.01)
draw[fill=gray] (0,0) -- (myangleOne:2) arc(myangleOne:myangleTwo:2)
--cycle;
%typeoutmyangleOne,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$R_1$;
endtikzpicture
endcenter
enddocument
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
add a comment |
Sure. (But why do you not use polar coordinates?)
documentclassarticle
usepackagetikz
begindocument
section*Two methods that do not require libraries
subsection*Method 1: clip
begincenter
begintikzpicture
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);
endtikzpicture
endcenter
subsection*Method 2: compute the polar coordinates of the points and use them
begincenter
begintikzpicture
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);
pgfmathsetmacromyangleOneatan2(1.9,-1.1547)
%pgfmathsetmacromyradiusveclen(1.9,-1.1547)
pgfmathsetmacromyangleTwoatan2(2,-1.01)
draw[fill=gray] (0,0) -- (myangleOne:2) arc(myangleOne:myangleTwo:2)
--cycle;
%typeoutmyangleOne,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$R_1$;
endtikzpicture
endcenter
enddocument
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
add a comment |
Sure. (But why do you not use polar coordinates?)
documentclassarticle
usepackagetikz
begindocument
section*Two methods that do not require libraries
subsection*Method 1: clip
begincenter
begintikzpicture
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);
endtikzpicture
endcenter
subsection*Method 2: compute the polar coordinates of the points and use them
begincenter
begintikzpicture
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);
pgfmathsetmacromyangleOneatan2(1.9,-1.1547)
%pgfmathsetmacromyradiusveclen(1.9,-1.1547)
pgfmathsetmacromyangleTwoatan2(2,-1.01)
draw[fill=gray] (0,0) -- (myangleOne:2) arc(myangleOne:myangleTwo:2)
--cycle;
%typeoutmyangleOne,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$R_1$;
endtikzpicture
endcenter
enddocument
Sure. (But why do you not use polar coordinates?)
documentclassarticle
usepackagetikz
begindocument
section*Two methods that do not require libraries
subsection*Method 1: clip
begincenter
begintikzpicture
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);
endtikzpicture
endcenter
subsection*Method 2: compute the polar coordinates of the points and use them
begincenter
begintikzpicture
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);
pgfmathsetmacromyangleOneatan2(1.9,-1.1547)
%pgfmathsetmacromyradiusveclen(1.9,-1.1547)
pgfmathsetmacromyangleTwoatan2(2,-1.01)
draw[fill=gray] (0,0) -- (myangleOne:2) arc(myangleOne:myangleTwo:2)
--cycle;
%typeoutmyangleOne,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$R_1$;
endtikzpicture
endcenter
enddocument
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
add a comment |
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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