How to draw (maybe curved) electrical field lines between two plates in TikZ
How to draw these figures in TikZ?
I have managed to draw the first two figures, but the way I drew the arrows is not really good:
documentclass[tikz,border=3mm]{standalone}
begin{document}
begin{tikzpicture}
foreach i in {-3,...,3}
draw[->] (i,0)--(i,-1.1); % Figure A
%draw[-<] (i,0)--(i,-1.1); Figure B
draw (-3,-1)--(-3,-2.2);
draw (-2,-1)--(-2,-2.4);
draw (-1,-1)--(-1,-2.6);
draw (0,-1)--(0,-2.7);
draw (3,-1)--(3,-2.2);
draw (2,-1)--(2,-2.4);
draw (1,-1)--(1,-2.6);
% It is ugly and time-consuming, right? but I can't find a better one
draw[line width=3pt,red] (-3.5,0)--(3.5,0);
draw (0,0) node[above] {$+$};
draw[line width=3pt,blue] (-3.5,-2) to[out=-20,in=-160] (3.5,-2);
draw (0,-2.7) node[below] {$-$};
end{tikzpicture}
end{document}
As the way I drew the straight arrows is not optimal, I can't use it to draw the curved arrows in the last two figures.
Can you show me a better way? Thank you in advance.
tikz-pgf arrows
New contributor
add a comment |
How to draw these figures in TikZ?
I have managed to draw the first two figures, but the way I drew the arrows is not really good:
documentclass[tikz,border=3mm]{standalone}
begin{document}
begin{tikzpicture}
foreach i in {-3,...,3}
draw[->] (i,0)--(i,-1.1); % Figure A
%draw[-<] (i,0)--(i,-1.1); Figure B
draw (-3,-1)--(-3,-2.2);
draw (-2,-1)--(-2,-2.4);
draw (-1,-1)--(-1,-2.6);
draw (0,-1)--(0,-2.7);
draw (3,-1)--(3,-2.2);
draw (2,-1)--(2,-2.4);
draw (1,-1)--(1,-2.6);
% It is ugly and time-consuming, right? but I can't find a better one
draw[line width=3pt,red] (-3.5,0)--(3.5,0);
draw (0,0) node[above] {$+$};
draw[line width=3pt,blue] (-3.5,-2) to[out=-20,in=-160] (3.5,-2);
draw (0,-2.7) node[below] {$-$};
end{tikzpicture}
end{document}
As the way I drew the straight arrows is not optimal, I can't use it to draw the curved arrows in the last two figures.
Can you show me a better way? Thank you in advance.
tikz-pgf arrows
New contributor
Draw the blue curve as an arc so you can predict the coordinates of points on it. And then draw arrows by[bend = xxxx]
.
– Symbol 1
1 hour ago
add a comment |
How to draw these figures in TikZ?
I have managed to draw the first two figures, but the way I drew the arrows is not really good:
documentclass[tikz,border=3mm]{standalone}
begin{document}
begin{tikzpicture}
foreach i in {-3,...,3}
draw[->] (i,0)--(i,-1.1); % Figure A
%draw[-<] (i,0)--(i,-1.1); Figure B
draw (-3,-1)--(-3,-2.2);
draw (-2,-1)--(-2,-2.4);
draw (-1,-1)--(-1,-2.6);
draw (0,-1)--(0,-2.7);
draw (3,-1)--(3,-2.2);
draw (2,-1)--(2,-2.4);
draw (1,-1)--(1,-2.6);
% It is ugly and time-consuming, right? but I can't find a better one
draw[line width=3pt,red] (-3.5,0)--(3.5,0);
draw (0,0) node[above] {$+$};
draw[line width=3pt,blue] (-3.5,-2) to[out=-20,in=-160] (3.5,-2);
draw (0,-2.7) node[below] {$-$};
end{tikzpicture}
end{document}
As the way I drew the straight arrows is not optimal, I can't use it to draw the curved arrows in the last two figures.
Can you show me a better way? Thank you in advance.
tikz-pgf arrows
New contributor
How to draw these figures in TikZ?
I have managed to draw the first two figures, but the way I drew the arrows is not really good:
documentclass[tikz,border=3mm]{standalone}
begin{document}
begin{tikzpicture}
foreach i in {-3,...,3}
draw[->] (i,0)--(i,-1.1); % Figure A
%draw[-<] (i,0)--(i,-1.1); Figure B
draw (-3,-1)--(-3,-2.2);
draw (-2,-1)--(-2,-2.4);
draw (-1,-1)--(-1,-2.6);
draw (0,-1)--(0,-2.7);
draw (3,-1)--(3,-2.2);
draw (2,-1)--(2,-2.4);
draw (1,-1)--(1,-2.6);
% It is ugly and time-consuming, right? but I can't find a better one
draw[line width=3pt,red] (-3.5,0)--(3.5,0);
draw (0,0) node[above] {$+$};
draw[line width=3pt,blue] (-3.5,-2) to[out=-20,in=-160] (3.5,-2);
draw (0,-2.7) node[below] {$-$};
end{tikzpicture}
end{document}
As the way I drew the straight arrows is not optimal, I can't use it to draw the curved arrows in the last two figures.
Can you show me a better way? Thank you in advance.
tikz-pgf arrows
tikz-pgf arrows
New contributor
New contributor
New contributor
asked 3 hours ago
SomeoneSomeone
211
211
New contributor
New contributor
Draw the blue curve as an arc so you can predict the coordinates of points on it. And then draw arrows by[bend = xxxx]
.
– Symbol 1
1 hour ago
add a comment |
Draw the blue curve as an arc so you can predict the coordinates of points on it. And then draw arrows by[bend = xxxx]
.
– Symbol 1
1 hour ago
Draw the blue curve as an arc so you can predict the coordinates of points on it. And then draw arrows by
[bend = xxxx]
.– Symbol 1
1 hour ago
Draw the blue curve as an arc so you can predict the coordinates of points on it. And then draw arrows by
[bend = xxxx]
.– Symbol 1
1 hour ago
add a comment |
2 Answers
2
active
oldest
votes
Welcome to TeX.SE! decoration.markings
and foreach
can help a lot here. The arrows in the middle are (essentially) from here. And decorations.markings
is also used to set marks along the blue curves. They get used to define the starting points of the arrows. The to[out=...,int=...]
is used to bend the paths in C
and D
.
documentclass[tikz,border=3mm]{standalone}
usetikzlibrary{decorations.markings,arrows.meta}
tikzset{->-/.style={postaction={decorate,decoration={
markings,
mark=at position #1 with {arrow[arsty]{>}}}}},
-<-/.style={postaction={decorate,decoration={
markings,
mark=at position #1 with {arrow[arsty]{<}}}}},
insert target/.style args={#1|#2}{postaction={decorate,decoration={
markings,
mark=at position #1 with {coordinate (target-#2);}}}}
}
begin{document}
begin{tikzpicture}[arsty/.style={},>=Latex,font=sffamily]
begin{scope}[local bounding box=A]
draw[line width=3pt,red,
%insert target/.list={1/12|Atop-1,3/12|Atop-2,5/12|Atop-3,7/12|Atop-4,9/12|Atop-5,11/12|Atop-6}
] (-3.5,0)--(3.5,0);
draw (0,0) node[above] {$+$};
draw[line width=3pt,blue,
insert target/.list={1/12|Abot-1,3/12|Abot-2,5/12|Abot-3,7/12|Abot-4,9/12|Abot-5,11/12|Abot-6}] (-3.5,-2) to[out=-20,in=-160] (3.5,-2);
foreach X in {1,...,6}
{draw[-<-=0.5] (target-Abot-X) -- (0,0-|target-Abot-X);}
draw (0,-2.7) node[below] {$-$};
end{scope}
node[anchor=south] at (A.north) {A};
%
begin{scope}[local bounding box=B,xshift=8cm]
draw[line width=3pt,red,
%insert target/.list={1/12|Btop-1,3/12|Btop-2,5/12|Btop-3,7/12|Btop-4,9/12|Btop-5,11/12|Btop-6}
] (-3.5,0)--(3.5,0);
draw (0,0) node[above] {$+$};
draw[line width=3pt,blue,
insert target/.list={1/12|Bbot-1,3/12|Bbot-2,5/12|Bbot-3,7/12|Bbot-4,9/12|Bbot-5,11/12|Bbot-6}] (-3.5,-2) to[out=-20,in=-160] (3.5,-2);
foreach X in {1,...,6}
{draw[->-=0.5] (target-Bbot-X) -- (0,0-|target-Bbot-X);}
draw (0,-2.7) node[below] {$-$};
end{scope}
node[anchor=south] at (B.north) {B};
%
begin{scope}[local bounding box=C,yshift=-6cm]
draw[line width=3pt,red,
%insert target/.list={1/12|Ctop-1,3/12|Ctop-2,5/12|Ctop-3,7/12|Ctop-4,9/12|Ctop-5,11/12|Ctop-6}
] (-3.5,0)--(3.5,0);
draw (0,0) node[above] {$+$};
draw[line width=3pt,blue,
insert target/.list={1/12|Cbot-1,3/12|Cbot-2,5/12|Cbot-3,7/12|Cbot-4,9/12|Cbot-5,11/12|Cbot-6}]
(-3.5,-2) to[out=-20,in=-160] (3.5,-2);
foreach X in {1,...,6}
{draw[-<-=0.5] (target-Cbot-X) to[out=69+6*X,in=-90]
([xshift={(3.5-X)*1.3mm}]target-Cbot-X |-0,0);
}
draw (0,-2.7) node[below] {$-$};
end{scope}
node[anchor=south] at (C.north) {C};
%
begin{scope}[local bounding box=D,xshift=8cm,yshift=-6cm]
draw[line width=3pt,red,
insert target/.list={1/12|Dtop-1,3/12|Dtop-2,5/12|Dtop-3,7/12|Dtop-4,9/12|Dtop-5,11/12|Dtop-6}] (-3.5,0)--(3.5,0);
draw (0,0) node[above] {$+$};
draw[line width=3pt,blue,
insert target/.list={1/12|Dbot-1,3/12|Dbot-2,5/12|Dbot-3,7/12|Dbot-4,9/12|Dbot-5,11/12|Dbot-6}] (-3.5,-2) to[out=-20,in=-160] (3.5,-2);
foreach X in {1,...,6}
{draw[->-=0.5] (target-Dbot-X) to[out=69+6*X,in=-90]
([xshift={(3.5-X)*1.3mm}]target-Dbot-X |-0,0);
}
draw (0,-2.7) node[below] {$-$};
end{scope}
node[anchor=south] at (D.north) {D};
end{tikzpicture}
end{document}
add a comment |
An alternative, but very similar, approach to marmot's excellent solution (beaten by mere minutes).
documentclass[tikz,border=3mm]{standalone}
begin{document}
begin{tikzpicture}
% Library for middle arrowheads
usetikzlibrary{decorations.markings}
% Style the vertical lines (this form is necessary for the middle arrowhead)
begin{scope}[semithick,decoration={
markings,
mark=at position 0.4 with {arrow{>}}}
]
% Loop through and draw each vertical line
foreach xRed in {-3,...,3}
% Spread the bottom points horizontally
pgfmathsetmacroxBlue{xRed*1.1}
% Red line is straight, but could put arbitrary function here
pgfmathsetmacroyRed{0}
% Blue line is curved, quadratic eqn
pgfmathsetmacroyBlue{0.06*xBlue*xBlue-2.7}
% Calculate angle of lines touching blue line
pgfmathsetmacroangle{6.6667*xRed+90}
% Draw a line
draw[postaction={decorate}] (xRed,yRed) to[out=-90,in=angle] (xBlue,yBlue);
end{scope}
% Red line, could put arbitrary function here
draw[domain=-3.5:3.5,smooth,variable=x,line width=3pt,red] plot ({x},{0});
% + sign
draw (0,0) node[above] {(+)};
% Blue line, quadratic eqn
draw[domain=-3.5:3.5,smooth,variable=x,line width=3pt,blue] plot ({x},{0.06*x*x-2.7});
% - sign
draw (0,-2.7) node[below] {(-)};
end{tikzpicture}
end{document}
New contributor
add a comment |
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2 Answers
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active
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2 Answers
2
active
oldest
votes
active
oldest
votes
active
oldest
votes
Welcome to TeX.SE! decoration.markings
and foreach
can help a lot here. The arrows in the middle are (essentially) from here. And decorations.markings
is also used to set marks along the blue curves. They get used to define the starting points of the arrows. The to[out=...,int=...]
is used to bend the paths in C
and D
.
documentclass[tikz,border=3mm]{standalone}
usetikzlibrary{decorations.markings,arrows.meta}
tikzset{->-/.style={postaction={decorate,decoration={
markings,
mark=at position #1 with {arrow[arsty]{>}}}}},
-<-/.style={postaction={decorate,decoration={
markings,
mark=at position #1 with {arrow[arsty]{<}}}}},
insert target/.style args={#1|#2}{postaction={decorate,decoration={
markings,
mark=at position #1 with {coordinate (target-#2);}}}}
}
begin{document}
begin{tikzpicture}[arsty/.style={},>=Latex,font=sffamily]
begin{scope}[local bounding box=A]
draw[line width=3pt,red,
%insert target/.list={1/12|Atop-1,3/12|Atop-2,5/12|Atop-3,7/12|Atop-4,9/12|Atop-5,11/12|Atop-6}
] (-3.5,0)--(3.5,0);
draw (0,0) node[above] {$+$};
draw[line width=3pt,blue,
insert target/.list={1/12|Abot-1,3/12|Abot-2,5/12|Abot-3,7/12|Abot-4,9/12|Abot-5,11/12|Abot-6}] (-3.5,-2) to[out=-20,in=-160] (3.5,-2);
foreach X in {1,...,6}
{draw[-<-=0.5] (target-Abot-X) -- (0,0-|target-Abot-X);}
draw (0,-2.7) node[below] {$-$};
end{scope}
node[anchor=south] at (A.north) {A};
%
begin{scope}[local bounding box=B,xshift=8cm]
draw[line width=3pt,red,
%insert target/.list={1/12|Btop-1,3/12|Btop-2,5/12|Btop-3,7/12|Btop-4,9/12|Btop-5,11/12|Btop-6}
] (-3.5,0)--(3.5,0);
draw (0,0) node[above] {$+$};
draw[line width=3pt,blue,
insert target/.list={1/12|Bbot-1,3/12|Bbot-2,5/12|Bbot-3,7/12|Bbot-4,9/12|Bbot-5,11/12|Bbot-6}] (-3.5,-2) to[out=-20,in=-160] (3.5,-2);
foreach X in {1,...,6}
{draw[->-=0.5] (target-Bbot-X) -- (0,0-|target-Bbot-X);}
draw (0,-2.7) node[below] {$-$};
end{scope}
node[anchor=south] at (B.north) {B};
%
begin{scope}[local bounding box=C,yshift=-6cm]
draw[line width=3pt,red,
%insert target/.list={1/12|Ctop-1,3/12|Ctop-2,5/12|Ctop-3,7/12|Ctop-4,9/12|Ctop-5,11/12|Ctop-6}
] (-3.5,0)--(3.5,0);
draw (0,0) node[above] {$+$};
draw[line width=3pt,blue,
insert target/.list={1/12|Cbot-1,3/12|Cbot-2,5/12|Cbot-3,7/12|Cbot-4,9/12|Cbot-5,11/12|Cbot-6}]
(-3.5,-2) to[out=-20,in=-160] (3.5,-2);
foreach X in {1,...,6}
{draw[-<-=0.5] (target-Cbot-X) to[out=69+6*X,in=-90]
([xshift={(3.5-X)*1.3mm}]target-Cbot-X |-0,0);
}
draw (0,-2.7) node[below] {$-$};
end{scope}
node[anchor=south] at (C.north) {C};
%
begin{scope}[local bounding box=D,xshift=8cm,yshift=-6cm]
draw[line width=3pt,red,
insert target/.list={1/12|Dtop-1,3/12|Dtop-2,5/12|Dtop-3,7/12|Dtop-4,9/12|Dtop-5,11/12|Dtop-6}] (-3.5,0)--(3.5,0);
draw (0,0) node[above] {$+$};
draw[line width=3pt,blue,
insert target/.list={1/12|Dbot-1,3/12|Dbot-2,5/12|Dbot-3,7/12|Dbot-4,9/12|Dbot-5,11/12|Dbot-6}] (-3.5,-2) to[out=-20,in=-160] (3.5,-2);
foreach X in {1,...,6}
{draw[->-=0.5] (target-Dbot-X) to[out=69+6*X,in=-90]
([xshift={(3.5-X)*1.3mm}]target-Dbot-X |-0,0);
}
draw (0,-2.7) node[below] {$-$};
end{scope}
node[anchor=south] at (D.north) {D};
end{tikzpicture}
end{document}
add a comment |
Welcome to TeX.SE! decoration.markings
and foreach
can help a lot here. The arrows in the middle are (essentially) from here. And decorations.markings
is also used to set marks along the blue curves. They get used to define the starting points of the arrows. The to[out=...,int=...]
is used to bend the paths in C
and D
.
documentclass[tikz,border=3mm]{standalone}
usetikzlibrary{decorations.markings,arrows.meta}
tikzset{->-/.style={postaction={decorate,decoration={
markings,
mark=at position #1 with {arrow[arsty]{>}}}}},
-<-/.style={postaction={decorate,decoration={
markings,
mark=at position #1 with {arrow[arsty]{<}}}}},
insert target/.style args={#1|#2}{postaction={decorate,decoration={
markings,
mark=at position #1 with {coordinate (target-#2);}}}}
}
begin{document}
begin{tikzpicture}[arsty/.style={},>=Latex,font=sffamily]
begin{scope}[local bounding box=A]
draw[line width=3pt,red,
%insert target/.list={1/12|Atop-1,3/12|Atop-2,5/12|Atop-3,7/12|Atop-4,9/12|Atop-5,11/12|Atop-6}
] (-3.5,0)--(3.5,0);
draw (0,0) node[above] {$+$};
draw[line width=3pt,blue,
insert target/.list={1/12|Abot-1,3/12|Abot-2,5/12|Abot-3,7/12|Abot-4,9/12|Abot-5,11/12|Abot-6}] (-3.5,-2) to[out=-20,in=-160] (3.5,-2);
foreach X in {1,...,6}
{draw[-<-=0.5] (target-Abot-X) -- (0,0-|target-Abot-X);}
draw (0,-2.7) node[below] {$-$};
end{scope}
node[anchor=south] at (A.north) {A};
%
begin{scope}[local bounding box=B,xshift=8cm]
draw[line width=3pt,red,
%insert target/.list={1/12|Btop-1,3/12|Btop-2,5/12|Btop-3,7/12|Btop-4,9/12|Btop-5,11/12|Btop-6}
] (-3.5,0)--(3.5,0);
draw (0,0) node[above] {$+$};
draw[line width=3pt,blue,
insert target/.list={1/12|Bbot-1,3/12|Bbot-2,5/12|Bbot-3,7/12|Bbot-4,9/12|Bbot-5,11/12|Bbot-6}] (-3.5,-2) to[out=-20,in=-160] (3.5,-2);
foreach X in {1,...,6}
{draw[->-=0.5] (target-Bbot-X) -- (0,0-|target-Bbot-X);}
draw (0,-2.7) node[below] {$-$};
end{scope}
node[anchor=south] at (B.north) {B};
%
begin{scope}[local bounding box=C,yshift=-6cm]
draw[line width=3pt,red,
%insert target/.list={1/12|Ctop-1,3/12|Ctop-2,5/12|Ctop-3,7/12|Ctop-4,9/12|Ctop-5,11/12|Ctop-6}
] (-3.5,0)--(3.5,0);
draw (0,0) node[above] {$+$};
draw[line width=3pt,blue,
insert target/.list={1/12|Cbot-1,3/12|Cbot-2,5/12|Cbot-3,7/12|Cbot-4,9/12|Cbot-5,11/12|Cbot-6}]
(-3.5,-2) to[out=-20,in=-160] (3.5,-2);
foreach X in {1,...,6}
{draw[-<-=0.5] (target-Cbot-X) to[out=69+6*X,in=-90]
([xshift={(3.5-X)*1.3mm}]target-Cbot-X |-0,0);
}
draw (0,-2.7) node[below] {$-$};
end{scope}
node[anchor=south] at (C.north) {C};
%
begin{scope}[local bounding box=D,xshift=8cm,yshift=-6cm]
draw[line width=3pt,red,
insert target/.list={1/12|Dtop-1,3/12|Dtop-2,5/12|Dtop-3,7/12|Dtop-4,9/12|Dtop-5,11/12|Dtop-6}] (-3.5,0)--(3.5,0);
draw (0,0) node[above] {$+$};
draw[line width=3pt,blue,
insert target/.list={1/12|Dbot-1,3/12|Dbot-2,5/12|Dbot-3,7/12|Dbot-4,9/12|Dbot-5,11/12|Dbot-6}] (-3.5,-2) to[out=-20,in=-160] (3.5,-2);
foreach X in {1,...,6}
{draw[->-=0.5] (target-Dbot-X) to[out=69+6*X,in=-90]
([xshift={(3.5-X)*1.3mm}]target-Dbot-X |-0,0);
}
draw (0,-2.7) node[below] {$-$};
end{scope}
node[anchor=south] at (D.north) {D};
end{tikzpicture}
end{document}
add a comment |
Welcome to TeX.SE! decoration.markings
and foreach
can help a lot here. The arrows in the middle are (essentially) from here. And decorations.markings
is also used to set marks along the blue curves. They get used to define the starting points of the arrows. The to[out=...,int=...]
is used to bend the paths in C
and D
.
documentclass[tikz,border=3mm]{standalone}
usetikzlibrary{decorations.markings,arrows.meta}
tikzset{->-/.style={postaction={decorate,decoration={
markings,
mark=at position #1 with {arrow[arsty]{>}}}}},
-<-/.style={postaction={decorate,decoration={
markings,
mark=at position #1 with {arrow[arsty]{<}}}}},
insert target/.style args={#1|#2}{postaction={decorate,decoration={
markings,
mark=at position #1 with {coordinate (target-#2);}}}}
}
begin{document}
begin{tikzpicture}[arsty/.style={},>=Latex,font=sffamily]
begin{scope}[local bounding box=A]
draw[line width=3pt,red,
%insert target/.list={1/12|Atop-1,3/12|Atop-2,5/12|Atop-3,7/12|Atop-4,9/12|Atop-5,11/12|Atop-6}
] (-3.5,0)--(3.5,0);
draw (0,0) node[above] {$+$};
draw[line width=3pt,blue,
insert target/.list={1/12|Abot-1,3/12|Abot-2,5/12|Abot-3,7/12|Abot-4,9/12|Abot-5,11/12|Abot-6}] (-3.5,-2) to[out=-20,in=-160] (3.5,-2);
foreach X in {1,...,6}
{draw[-<-=0.5] (target-Abot-X) -- (0,0-|target-Abot-X);}
draw (0,-2.7) node[below] {$-$};
end{scope}
node[anchor=south] at (A.north) {A};
%
begin{scope}[local bounding box=B,xshift=8cm]
draw[line width=3pt,red,
%insert target/.list={1/12|Btop-1,3/12|Btop-2,5/12|Btop-3,7/12|Btop-4,9/12|Btop-5,11/12|Btop-6}
] (-3.5,0)--(3.5,0);
draw (0,0) node[above] {$+$};
draw[line width=3pt,blue,
insert target/.list={1/12|Bbot-1,3/12|Bbot-2,5/12|Bbot-3,7/12|Bbot-4,9/12|Bbot-5,11/12|Bbot-6}] (-3.5,-2) to[out=-20,in=-160] (3.5,-2);
foreach X in {1,...,6}
{draw[->-=0.5] (target-Bbot-X) -- (0,0-|target-Bbot-X);}
draw (0,-2.7) node[below] {$-$};
end{scope}
node[anchor=south] at (B.north) {B};
%
begin{scope}[local bounding box=C,yshift=-6cm]
draw[line width=3pt,red,
%insert target/.list={1/12|Ctop-1,3/12|Ctop-2,5/12|Ctop-3,7/12|Ctop-4,9/12|Ctop-5,11/12|Ctop-6}
] (-3.5,0)--(3.5,0);
draw (0,0) node[above] {$+$};
draw[line width=3pt,blue,
insert target/.list={1/12|Cbot-1,3/12|Cbot-2,5/12|Cbot-3,7/12|Cbot-4,9/12|Cbot-5,11/12|Cbot-6}]
(-3.5,-2) to[out=-20,in=-160] (3.5,-2);
foreach X in {1,...,6}
{draw[-<-=0.5] (target-Cbot-X) to[out=69+6*X,in=-90]
([xshift={(3.5-X)*1.3mm}]target-Cbot-X |-0,0);
}
draw (0,-2.7) node[below] {$-$};
end{scope}
node[anchor=south] at (C.north) {C};
%
begin{scope}[local bounding box=D,xshift=8cm,yshift=-6cm]
draw[line width=3pt,red,
insert target/.list={1/12|Dtop-1,3/12|Dtop-2,5/12|Dtop-3,7/12|Dtop-4,9/12|Dtop-5,11/12|Dtop-6}] (-3.5,0)--(3.5,0);
draw (0,0) node[above] {$+$};
draw[line width=3pt,blue,
insert target/.list={1/12|Dbot-1,3/12|Dbot-2,5/12|Dbot-3,7/12|Dbot-4,9/12|Dbot-5,11/12|Dbot-6}] (-3.5,-2) to[out=-20,in=-160] (3.5,-2);
foreach X in {1,...,6}
{draw[->-=0.5] (target-Dbot-X) to[out=69+6*X,in=-90]
([xshift={(3.5-X)*1.3mm}]target-Dbot-X |-0,0);
}
draw (0,-2.7) node[below] {$-$};
end{scope}
node[anchor=south] at (D.north) {D};
end{tikzpicture}
end{document}
Welcome to TeX.SE! decoration.markings
and foreach
can help a lot here. The arrows in the middle are (essentially) from here. And decorations.markings
is also used to set marks along the blue curves. They get used to define the starting points of the arrows. The to[out=...,int=...]
is used to bend the paths in C
and D
.
documentclass[tikz,border=3mm]{standalone}
usetikzlibrary{decorations.markings,arrows.meta}
tikzset{->-/.style={postaction={decorate,decoration={
markings,
mark=at position #1 with {arrow[arsty]{>}}}}},
-<-/.style={postaction={decorate,decoration={
markings,
mark=at position #1 with {arrow[arsty]{<}}}}},
insert target/.style args={#1|#2}{postaction={decorate,decoration={
markings,
mark=at position #1 with {coordinate (target-#2);}}}}
}
begin{document}
begin{tikzpicture}[arsty/.style={},>=Latex,font=sffamily]
begin{scope}[local bounding box=A]
draw[line width=3pt,red,
%insert target/.list={1/12|Atop-1,3/12|Atop-2,5/12|Atop-3,7/12|Atop-4,9/12|Atop-5,11/12|Atop-6}
] (-3.5,0)--(3.5,0);
draw (0,0) node[above] {$+$};
draw[line width=3pt,blue,
insert target/.list={1/12|Abot-1,3/12|Abot-2,5/12|Abot-3,7/12|Abot-4,9/12|Abot-5,11/12|Abot-6}] (-3.5,-2) to[out=-20,in=-160] (3.5,-2);
foreach X in {1,...,6}
{draw[-<-=0.5] (target-Abot-X) -- (0,0-|target-Abot-X);}
draw (0,-2.7) node[below] {$-$};
end{scope}
node[anchor=south] at (A.north) {A};
%
begin{scope}[local bounding box=B,xshift=8cm]
draw[line width=3pt,red,
%insert target/.list={1/12|Btop-1,3/12|Btop-2,5/12|Btop-3,7/12|Btop-4,9/12|Btop-5,11/12|Btop-6}
] (-3.5,0)--(3.5,0);
draw (0,0) node[above] {$+$};
draw[line width=3pt,blue,
insert target/.list={1/12|Bbot-1,3/12|Bbot-2,5/12|Bbot-3,7/12|Bbot-4,9/12|Bbot-5,11/12|Bbot-6}] (-3.5,-2) to[out=-20,in=-160] (3.5,-2);
foreach X in {1,...,6}
{draw[->-=0.5] (target-Bbot-X) -- (0,0-|target-Bbot-X);}
draw (0,-2.7) node[below] {$-$};
end{scope}
node[anchor=south] at (B.north) {B};
%
begin{scope}[local bounding box=C,yshift=-6cm]
draw[line width=3pt,red,
%insert target/.list={1/12|Ctop-1,3/12|Ctop-2,5/12|Ctop-3,7/12|Ctop-4,9/12|Ctop-5,11/12|Ctop-6}
] (-3.5,0)--(3.5,0);
draw (0,0) node[above] {$+$};
draw[line width=3pt,blue,
insert target/.list={1/12|Cbot-1,3/12|Cbot-2,5/12|Cbot-3,7/12|Cbot-4,9/12|Cbot-5,11/12|Cbot-6}]
(-3.5,-2) to[out=-20,in=-160] (3.5,-2);
foreach X in {1,...,6}
{draw[-<-=0.5] (target-Cbot-X) to[out=69+6*X,in=-90]
([xshift={(3.5-X)*1.3mm}]target-Cbot-X |-0,0);
}
draw (0,-2.7) node[below] {$-$};
end{scope}
node[anchor=south] at (C.north) {C};
%
begin{scope}[local bounding box=D,xshift=8cm,yshift=-6cm]
draw[line width=3pt,red,
insert target/.list={1/12|Dtop-1,3/12|Dtop-2,5/12|Dtop-3,7/12|Dtop-4,9/12|Dtop-5,11/12|Dtop-6}] (-3.5,0)--(3.5,0);
draw (0,0) node[above] {$+$};
draw[line width=3pt,blue,
insert target/.list={1/12|Dbot-1,3/12|Dbot-2,5/12|Dbot-3,7/12|Dbot-4,9/12|Dbot-5,11/12|Dbot-6}] (-3.5,-2) to[out=-20,in=-160] (3.5,-2);
foreach X in {1,...,6}
{draw[->-=0.5] (target-Dbot-X) to[out=69+6*X,in=-90]
([xshift={(3.5-X)*1.3mm}]target-Dbot-X |-0,0);
}
draw (0,-2.7) node[below] {$-$};
end{scope}
node[anchor=south] at (D.north) {D};
end{tikzpicture}
end{document}
answered 1 hour ago
marmotmarmot
98.8k4113219
98.8k4113219
add a comment |
add a comment |
An alternative, but very similar, approach to marmot's excellent solution (beaten by mere minutes).
documentclass[tikz,border=3mm]{standalone}
begin{document}
begin{tikzpicture}
% Library for middle arrowheads
usetikzlibrary{decorations.markings}
% Style the vertical lines (this form is necessary for the middle arrowhead)
begin{scope}[semithick,decoration={
markings,
mark=at position 0.4 with {arrow{>}}}
]
% Loop through and draw each vertical line
foreach xRed in {-3,...,3}
% Spread the bottom points horizontally
pgfmathsetmacroxBlue{xRed*1.1}
% Red line is straight, but could put arbitrary function here
pgfmathsetmacroyRed{0}
% Blue line is curved, quadratic eqn
pgfmathsetmacroyBlue{0.06*xBlue*xBlue-2.7}
% Calculate angle of lines touching blue line
pgfmathsetmacroangle{6.6667*xRed+90}
% Draw a line
draw[postaction={decorate}] (xRed,yRed) to[out=-90,in=angle] (xBlue,yBlue);
end{scope}
% Red line, could put arbitrary function here
draw[domain=-3.5:3.5,smooth,variable=x,line width=3pt,red] plot ({x},{0});
% + sign
draw (0,0) node[above] {(+)};
% Blue line, quadratic eqn
draw[domain=-3.5:3.5,smooth,variable=x,line width=3pt,blue] plot ({x},{0.06*x*x-2.7});
% - sign
draw (0,-2.7) node[below] {(-)};
end{tikzpicture}
end{document}
New contributor
add a comment |
An alternative, but very similar, approach to marmot's excellent solution (beaten by mere minutes).
documentclass[tikz,border=3mm]{standalone}
begin{document}
begin{tikzpicture}
% Library for middle arrowheads
usetikzlibrary{decorations.markings}
% Style the vertical lines (this form is necessary for the middle arrowhead)
begin{scope}[semithick,decoration={
markings,
mark=at position 0.4 with {arrow{>}}}
]
% Loop through and draw each vertical line
foreach xRed in {-3,...,3}
% Spread the bottom points horizontally
pgfmathsetmacroxBlue{xRed*1.1}
% Red line is straight, but could put arbitrary function here
pgfmathsetmacroyRed{0}
% Blue line is curved, quadratic eqn
pgfmathsetmacroyBlue{0.06*xBlue*xBlue-2.7}
% Calculate angle of lines touching blue line
pgfmathsetmacroangle{6.6667*xRed+90}
% Draw a line
draw[postaction={decorate}] (xRed,yRed) to[out=-90,in=angle] (xBlue,yBlue);
end{scope}
% Red line, could put arbitrary function here
draw[domain=-3.5:3.5,smooth,variable=x,line width=3pt,red] plot ({x},{0});
% + sign
draw (0,0) node[above] {(+)};
% Blue line, quadratic eqn
draw[domain=-3.5:3.5,smooth,variable=x,line width=3pt,blue] plot ({x},{0.06*x*x-2.7});
% - sign
draw (0,-2.7) node[below] {(-)};
end{tikzpicture}
end{document}
New contributor
add a comment |
An alternative, but very similar, approach to marmot's excellent solution (beaten by mere minutes).
documentclass[tikz,border=3mm]{standalone}
begin{document}
begin{tikzpicture}
% Library for middle arrowheads
usetikzlibrary{decorations.markings}
% Style the vertical lines (this form is necessary for the middle arrowhead)
begin{scope}[semithick,decoration={
markings,
mark=at position 0.4 with {arrow{>}}}
]
% Loop through and draw each vertical line
foreach xRed in {-3,...,3}
% Spread the bottom points horizontally
pgfmathsetmacroxBlue{xRed*1.1}
% Red line is straight, but could put arbitrary function here
pgfmathsetmacroyRed{0}
% Blue line is curved, quadratic eqn
pgfmathsetmacroyBlue{0.06*xBlue*xBlue-2.7}
% Calculate angle of lines touching blue line
pgfmathsetmacroangle{6.6667*xRed+90}
% Draw a line
draw[postaction={decorate}] (xRed,yRed) to[out=-90,in=angle] (xBlue,yBlue);
end{scope}
% Red line, could put arbitrary function here
draw[domain=-3.5:3.5,smooth,variable=x,line width=3pt,red] plot ({x},{0});
% + sign
draw (0,0) node[above] {(+)};
% Blue line, quadratic eqn
draw[domain=-3.5:3.5,smooth,variable=x,line width=3pt,blue] plot ({x},{0.06*x*x-2.7});
% - sign
draw (0,-2.7) node[below] {(-)};
end{tikzpicture}
end{document}
New contributor
An alternative, but very similar, approach to marmot's excellent solution (beaten by mere minutes).
documentclass[tikz,border=3mm]{standalone}
begin{document}
begin{tikzpicture}
% Library for middle arrowheads
usetikzlibrary{decorations.markings}
% Style the vertical lines (this form is necessary for the middle arrowhead)
begin{scope}[semithick,decoration={
markings,
mark=at position 0.4 with {arrow{>}}}
]
% Loop through and draw each vertical line
foreach xRed in {-3,...,3}
% Spread the bottom points horizontally
pgfmathsetmacroxBlue{xRed*1.1}
% Red line is straight, but could put arbitrary function here
pgfmathsetmacroyRed{0}
% Blue line is curved, quadratic eqn
pgfmathsetmacroyBlue{0.06*xBlue*xBlue-2.7}
% Calculate angle of lines touching blue line
pgfmathsetmacroangle{6.6667*xRed+90}
% Draw a line
draw[postaction={decorate}] (xRed,yRed) to[out=-90,in=angle] (xBlue,yBlue);
end{scope}
% Red line, could put arbitrary function here
draw[domain=-3.5:3.5,smooth,variable=x,line width=3pt,red] plot ({x},{0});
% + sign
draw (0,0) node[above] {(+)};
% Blue line, quadratic eqn
draw[domain=-3.5:3.5,smooth,variable=x,line width=3pt,blue] plot ({x},{0.06*x*x-2.7});
% - sign
draw (0,-2.7) node[below] {(-)};
end{tikzpicture}
end{document}
New contributor
New contributor
answered 1 hour ago
Robin GeorgRobin Georg
212
212
New contributor
New contributor
add a comment |
add a comment |
Someone is a new contributor. Be nice, and check out our Code of Conduct.
Someone is a new contributor. Be nice, and check out our Code of Conduct.
Someone is a new contributor. Be nice, and check out our Code of Conduct.
Someone is a new contributor. Be nice, and check out our Code of Conduct.
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Draw the blue curve as an arc so you can predict the coordinates of points on it. And then draw arrows by
[bend = xxxx]
.– Symbol 1
1 hour ago