Use a foreach statement to simplify TikZ drawing
Below, the two diagrams should be the same, but actually they are not!
documentclass[margin=2pt]{standalone}
usepackage{tikz}
usetikzlibrary{positioning,fit}
newcommand{PL}[3]{
node[thick,circle,draw,minimum size=0.5cm,inner sep=0,outer sep=0,label=left:#3,#1](#2){};
draw[thick,#1] (#2.south west) -- (#2.north east);
}
begin{document}
begin{tikzpicture}
PL{L1}{1}
PL[below=0.1 of L1]{L2}{2}
PL[below=0.1 of L2]{L3}{3}
PL[below=0.1 of L3]{L4}{4}
PL[below=0.1 of L4]{L5}{5}
PL[below=0.1 of L5]{L6}{6}
PL[below=0.1 of L6]{L7}{7}
node[fit=(L1)(L7), draw] {};
end{tikzpicture}
begin{tikzpicture}
PL{L1}{1}
foreach i [evaluate=i as j using i - 1] in {2,...,7} {
PL[below=0.1cm of Lj]{Li}{i}
}
node[fit=(L1)(L7), draw] {};
end{tikzpicture}
end{document}
How do I fix the foreach
statement diagram?
tikz-pgf
add a comment |
Below, the two diagrams should be the same, but actually they are not!
documentclass[margin=2pt]{standalone}
usepackage{tikz}
usetikzlibrary{positioning,fit}
newcommand{PL}[3]{
node[thick,circle,draw,minimum size=0.5cm,inner sep=0,outer sep=0,label=left:#3,#1](#2){};
draw[thick,#1] (#2.south west) -- (#2.north east);
}
begin{document}
begin{tikzpicture}
PL{L1}{1}
PL[below=0.1 of L1]{L2}{2}
PL[below=0.1 of L2]{L3}{3}
PL[below=0.1 of L3]{L4}{4}
PL[below=0.1 of L4]{L5}{5}
PL[below=0.1 of L5]{L6}{6}
PL[below=0.1 of L6]{L7}{7}
node[fit=(L1)(L7), draw] {};
end{tikzpicture}
begin{tikzpicture}
PL{L1}{1}
foreach i [evaluate=i as j using i - 1] in {2,...,7} {
PL[below=0.1cm of Lj]{Li}{i}
}
node[fit=(L1)(L7), draw] {};
end{tikzpicture}
end{document}
How do I fix the foreach
statement diagram?
tikz-pgf
add a comment |
Below, the two diagrams should be the same, but actually they are not!
documentclass[margin=2pt]{standalone}
usepackage{tikz}
usetikzlibrary{positioning,fit}
newcommand{PL}[3]{
node[thick,circle,draw,minimum size=0.5cm,inner sep=0,outer sep=0,label=left:#3,#1](#2){};
draw[thick,#1] (#2.south west) -- (#2.north east);
}
begin{document}
begin{tikzpicture}
PL{L1}{1}
PL[below=0.1 of L1]{L2}{2}
PL[below=0.1 of L2]{L3}{3}
PL[below=0.1 of L3]{L4}{4}
PL[below=0.1 of L4]{L5}{5}
PL[below=0.1 of L5]{L6}{6}
PL[below=0.1 of L6]{L7}{7}
node[fit=(L1)(L7), draw] {};
end{tikzpicture}
begin{tikzpicture}
PL{L1}{1}
foreach i [evaluate=i as j using i - 1] in {2,...,7} {
PL[below=0.1cm of Lj]{Li}{i}
}
node[fit=(L1)(L7), draw] {};
end{tikzpicture}
end{document}
How do I fix the foreach
statement diagram?
tikz-pgf
Below, the two diagrams should be the same, but actually they are not!
documentclass[margin=2pt]{standalone}
usepackage{tikz}
usetikzlibrary{positioning,fit}
newcommand{PL}[3]{
node[thick,circle,draw,minimum size=0.5cm,inner sep=0,outer sep=0,label=left:#3,#1](#2){};
draw[thick,#1] (#2.south west) -- (#2.north east);
}
begin{document}
begin{tikzpicture}
PL{L1}{1}
PL[below=0.1 of L1]{L2}{2}
PL[below=0.1 of L2]{L3}{3}
PL[below=0.1 of L3]{L4}{4}
PL[below=0.1 of L4]{L5}{5}
PL[below=0.1 of L5]{L6}{6}
PL[below=0.1 of L6]{L7}{7}
node[fit=(L1)(L7), draw] {};
end{tikzpicture}
begin{tikzpicture}
PL{L1}{1}
foreach i [evaluate=i as j using i - 1] in {2,...,7} {
PL[below=0.1cm of Lj]{Li}{i}
}
node[fit=(L1)(L7), draw] {};
end{tikzpicture}
end{document}
How do I fix the foreach
statement diagram?
tikz-pgf
tikz-pgf
edited Nov 25 at 11:33
Stefan Pinnow
19.4k83175
19.4k83175
asked Nov 24 at 20:17
lucky1928
1,1971716
1,1971716
add a comment |
add a comment |
2 Answers
2
active
oldest
votes
If you do not evaluate j
to an integer, you get numbers like 1.0
, in which .0
is interpreted as the east anchor. So all I did was to replace [evaluate=i as j using i - 1]
by [evaluate=i as j using {int(i - 1)}]
to get
documentclass[margin=2pt]{standalone}
usepackage{tikz}
usetikzlibrary{positioning,fit}
newcommand{PL}[3]{
node[thick,circle,draw,minimum size=0.5cm,inner sep=0,outer sep=0,label=left:#3,#1](#2){};
draw[thick,#1] (#2.south west) -- (#2.north east);
}
begin{document}
begin{tikzpicture}
PL{L1}{1}
PL[below=0.1 of L1]{L2}{2}
PL[below=0.1 of L2]{L3}{3}
PL[below=0.1 of L3]{L4}{C}
PL[below=0.1 of L4]{L5}{R}
PL[below=0.1 of L5]{L6}{RC}
PL[below=0.1 of L6]{L7}{RH}
node[fit=(L1)(L7), draw] {};
end{tikzpicture}
begin{tikzpicture}
PL{L1}{1}
foreach i [evaluate=i as j using {int(i - 1)}] in {2,...,7} {
PL[below=0.1cm of Lj]{Li}{i}
}
node[fit=(L1)(L7), draw] {};
end{tikzpicture}
end{document}
ADDENDUM: Since @AndréC added an answer which is IMHO not really to the point of the original question, I add something that is to the point of the original question as well as some sort of a response to AndréC.
- You can avoid all this by using
remember...
. And you can, of course, attach the labels of your left diagram, just declarei
to be the count. - Using a path picture to strike out a node is one way, what you are doing is IMHO at least equally good, and one can also use
strike out
that comes withshapes.misc
. None of this, however, is IMHO at the heart of the question.
So here is an example (but if I was you I would keep your way of striking the node out, probably using a path picture
is more elegant than strike through
, though).
documentclass[tikz,border=3.14mm]{standalone}
usetikzlibrary{positioning,fit,shapes.misc}
newcommand{PL}[3]{
node[thick,strike out,
draw,minimum size=0.35cm,inner sep=0,outer sep=0,#1](#2-inner){};
node[draw,circle,inner sep=0,fit=(#2-inner),outer sep=1pt,label=left:#3](#2){};
}
begin{document}
begin{tikzpicture}
PL{L1}{1}
foreach X [count=i starting from 2,remember=i as j (initially 1)]
in {2,3,C,R,RC,RH} {
PL[below=0.1cm of Lj]{Li}{X}
}
node[fit=(L1)(L7), draw] {};
end{tikzpicture}
end{document}
Thanks, It's so hard to figure it out by me :-).
– lucky1928
Nov 24 at 20:23
@lucky1928 There are several variants of this question on this site, meaning that this is somewhat tricky and has been overlooked by several. (One way to figure out what's going on is to addtypeout
s to your code, so if you addtypeout{j}
to your code you will see1.0
,2.0
and so on, which may help to get on track.)
– marmot
Nov 24 at 20:26
Your explanation of the problem is wonderful.I never thought it was just a problem with the interpretation of writing1.0
. Congratulations!
– AndréC
Nov 24 at 21:31
add a comment |
It is not necessary to use a LaTeX
command to trace nodes. All you have to do is declare tikz styles
.
To draw the diagonal bar, I used the notion of path picture bounding box
described on page 173 of the 3.0.1a manual.
documentclass[margin=5mm]{standalone}
usepackage{tikz}
usetikzlibrary{positioning,fit}
%newcommand{PL}[3]{
% node[thick,circle,draw,minimum size=0.5cm,inner sep=0,outer sep=0,label=left:#3,#1](#2){};
% draw[thick,#1] (#2.south west) -- (#2.north east);
%}
begin{document}
% begin{tikzpicture}
% PL{L1}{1}
% PL[below=0.1 of L1]{L2}{2}
% PL[below=0.1 of L2]{L3}{3}
% PL[below=0.1 of L3]{L4}{4}
% PL[below=0.1 of L4]{L5}{5}
% PL[below=0.1 of L5]{L6}{6}
% PL[below=0.1 of L6]{L7}{7}
% node[fit=(L1)(L7), draw] {};
%end{tikzpicture}
begin{tikzpicture}
[slash/.style={
draw,thick,circle,minimum size=.5cm,
inner sep =0pt,outer sep=0pt,
label={left:#1},
path picture={
draw(path picture bounding box.south west)--(path picture bounding box.north east);}
}]
node[slash=1](L1){};
foreach i [evaluate=i as j using int(i - 1)] in {2,...,7} {
node[below=0.1 of Lj,slash=i](Li){};
}
node[fit=(L1)(L7), draw] {};
end{tikzpicture}
end{document}
Update (to answer to marmot):
@marmot: I know for a fact that my answer is not the heart of the question. And that was not my point.
To simplify even more the loop:
documentclass[margin=5mm]{standalone}
usepackage{tikz}
usetikzlibrary{positioning,fit}
begin{document}
begin{tikzpicture}
[slash/.style={
draw,thick,circle,minimum size=.5cm,
inner sep =0pt,outer sep=0pt,
label={left:#1},
path picture={
draw(path picture bounding box.south west)--(path picture bounding box.north east);}
}]
node[slash=1](L1){};
foreach j [count=i] in {2,...,7} {
node[below=0.1 of Li,slash=j](Lj){};
}
node[fit=(L1)(L7), draw] {};
end{tikzpicture}
end{document}
+1 for the use ofpath picture
(even though I do not think that this is at the heart of the question).
– marmot
Nov 24 at 21:44
add a comment |
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2 Answers
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2 Answers
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If you do not evaluate j
to an integer, you get numbers like 1.0
, in which .0
is interpreted as the east anchor. So all I did was to replace [evaluate=i as j using i - 1]
by [evaluate=i as j using {int(i - 1)}]
to get
documentclass[margin=2pt]{standalone}
usepackage{tikz}
usetikzlibrary{positioning,fit}
newcommand{PL}[3]{
node[thick,circle,draw,minimum size=0.5cm,inner sep=0,outer sep=0,label=left:#3,#1](#2){};
draw[thick,#1] (#2.south west) -- (#2.north east);
}
begin{document}
begin{tikzpicture}
PL{L1}{1}
PL[below=0.1 of L1]{L2}{2}
PL[below=0.1 of L2]{L3}{3}
PL[below=0.1 of L3]{L4}{C}
PL[below=0.1 of L4]{L5}{R}
PL[below=0.1 of L5]{L6}{RC}
PL[below=0.1 of L6]{L7}{RH}
node[fit=(L1)(L7), draw] {};
end{tikzpicture}
begin{tikzpicture}
PL{L1}{1}
foreach i [evaluate=i as j using {int(i - 1)}] in {2,...,7} {
PL[below=0.1cm of Lj]{Li}{i}
}
node[fit=(L1)(L7), draw] {};
end{tikzpicture}
end{document}
ADDENDUM: Since @AndréC added an answer which is IMHO not really to the point of the original question, I add something that is to the point of the original question as well as some sort of a response to AndréC.
- You can avoid all this by using
remember...
. And you can, of course, attach the labels of your left diagram, just declarei
to be the count. - Using a path picture to strike out a node is one way, what you are doing is IMHO at least equally good, and one can also use
strike out
that comes withshapes.misc
. None of this, however, is IMHO at the heart of the question.
So here is an example (but if I was you I would keep your way of striking the node out, probably using a path picture
is more elegant than strike through
, though).
documentclass[tikz,border=3.14mm]{standalone}
usetikzlibrary{positioning,fit,shapes.misc}
newcommand{PL}[3]{
node[thick,strike out,
draw,minimum size=0.35cm,inner sep=0,outer sep=0,#1](#2-inner){};
node[draw,circle,inner sep=0,fit=(#2-inner),outer sep=1pt,label=left:#3](#2){};
}
begin{document}
begin{tikzpicture}
PL{L1}{1}
foreach X [count=i starting from 2,remember=i as j (initially 1)]
in {2,3,C,R,RC,RH} {
PL[below=0.1cm of Lj]{Li}{X}
}
node[fit=(L1)(L7), draw] {};
end{tikzpicture}
end{document}
Thanks, It's so hard to figure it out by me :-).
– lucky1928
Nov 24 at 20:23
@lucky1928 There are several variants of this question on this site, meaning that this is somewhat tricky and has been overlooked by several. (One way to figure out what's going on is to addtypeout
s to your code, so if you addtypeout{j}
to your code you will see1.0
,2.0
and so on, which may help to get on track.)
– marmot
Nov 24 at 20:26
Your explanation of the problem is wonderful.I never thought it was just a problem with the interpretation of writing1.0
. Congratulations!
– AndréC
Nov 24 at 21:31
add a comment |
If you do not evaluate j
to an integer, you get numbers like 1.0
, in which .0
is interpreted as the east anchor. So all I did was to replace [evaluate=i as j using i - 1]
by [evaluate=i as j using {int(i - 1)}]
to get
documentclass[margin=2pt]{standalone}
usepackage{tikz}
usetikzlibrary{positioning,fit}
newcommand{PL}[3]{
node[thick,circle,draw,minimum size=0.5cm,inner sep=0,outer sep=0,label=left:#3,#1](#2){};
draw[thick,#1] (#2.south west) -- (#2.north east);
}
begin{document}
begin{tikzpicture}
PL{L1}{1}
PL[below=0.1 of L1]{L2}{2}
PL[below=0.1 of L2]{L3}{3}
PL[below=0.1 of L3]{L4}{C}
PL[below=0.1 of L4]{L5}{R}
PL[below=0.1 of L5]{L6}{RC}
PL[below=0.1 of L6]{L7}{RH}
node[fit=(L1)(L7), draw] {};
end{tikzpicture}
begin{tikzpicture}
PL{L1}{1}
foreach i [evaluate=i as j using {int(i - 1)}] in {2,...,7} {
PL[below=0.1cm of Lj]{Li}{i}
}
node[fit=(L1)(L7), draw] {};
end{tikzpicture}
end{document}
ADDENDUM: Since @AndréC added an answer which is IMHO not really to the point of the original question, I add something that is to the point of the original question as well as some sort of a response to AndréC.
- You can avoid all this by using
remember...
. And you can, of course, attach the labels of your left diagram, just declarei
to be the count. - Using a path picture to strike out a node is one way, what you are doing is IMHO at least equally good, and one can also use
strike out
that comes withshapes.misc
. None of this, however, is IMHO at the heart of the question.
So here is an example (but if I was you I would keep your way of striking the node out, probably using a path picture
is more elegant than strike through
, though).
documentclass[tikz,border=3.14mm]{standalone}
usetikzlibrary{positioning,fit,shapes.misc}
newcommand{PL}[3]{
node[thick,strike out,
draw,minimum size=0.35cm,inner sep=0,outer sep=0,#1](#2-inner){};
node[draw,circle,inner sep=0,fit=(#2-inner),outer sep=1pt,label=left:#3](#2){};
}
begin{document}
begin{tikzpicture}
PL{L1}{1}
foreach X [count=i starting from 2,remember=i as j (initially 1)]
in {2,3,C,R,RC,RH} {
PL[below=0.1cm of Lj]{Li}{X}
}
node[fit=(L1)(L7), draw] {};
end{tikzpicture}
end{document}
Thanks, It's so hard to figure it out by me :-).
– lucky1928
Nov 24 at 20:23
@lucky1928 There are several variants of this question on this site, meaning that this is somewhat tricky and has been overlooked by several. (One way to figure out what's going on is to addtypeout
s to your code, so if you addtypeout{j}
to your code you will see1.0
,2.0
and so on, which may help to get on track.)
– marmot
Nov 24 at 20:26
Your explanation of the problem is wonderful.I never thought it was just a problem with the interpretation of writing1.0
. Congratulations!
– AndréC
Nov 24 at 21:31
add a comment |
If you do not evaluate j
to an integer, you get numbers like 1.0
, in which .0
is interpreted as the east anchor. So all I did was to replace [evaluate=i as j using i - 1]
by [evaluate=i as j using {int(i - 1)}]
to get
documentclass[margin=2pt]{standalone}
usepackage{tikz}
usetikzlibrary{positioning,fit}
newcommand{PL}[3]{
node[thick,circle,draw,minimum size=0.5cm,inner sep=0,outer sep=0,label=left:#3,#1](#2){};
draw[thick,#1] (#2.south west) -- (#2.north east);
}
begin{document}
begin{tikzpicture}
PL{L1}{1}
PL[below=0.1 of L1]{L2}{2}
PL[below=0.1 of L2]{L3}{3}
PL[below=0.1 of L3]{L4}{C}
PL[below=0.1 of L4]{L5}{R}
PL[below=0.1 of L5]{L6}{RC}
PL[below=0.1 of L6]{L7}{RH}
node[fit=(L1)(L7), draw] {};
end{tikzpicture}
begin{tikzpicture}
PL{L1}{1}
foreach i [evaluate=i as j using {int(i - 1)}] in {2,...,7} {
PL[below=0.1cm of Lj]{Li}{i}
}
node[fit=(L1)(L7), draw] {};
end{tikzpicture}
end{document}
ADDENDUM: Since @AndréC added an answer which is IMHO not really to the point of the original question, I add something that is to the point of the original question as well as some sort of a response to AndréC.
- You can avoid all this by using
remember...
. And you can, of course, attach the labels of your left diagram, just declarei
to be the count. - Using a path picture to strike out a node is one way, what you are doing is IMHO at least equally good, and one can also use
strike out
that comes withshapes.misc
. None of this, however, is IMHO at the heart of the question.
So here is an example (but if I was you I would keep your way of striking the node out, probably using a path picture
is more elegant than strike through
, though).
documentclass[tikz,border=3.14mm]{standalone}
usetikzlibrary{positioning,fit,shapes.misc}
newcommand{PL}[3]{
node[thick,strike out,
draw,minimum size=0.35cm,inner sep=0,outer sep=0,#1](#2-inner){};
node[draw,circle,inner sep=0,fit=(#2-inner),outer sep=1pt,label=left:#3](#2){};
}
begin{document}
begin{tikzpicture}
PL{L1}{1}
foreach X [count=i starting from 2,remember=i as j (initially 1)]
in {2,3,C,R,RC,RH} {
PL[below=0.1cm of Lj]{Li}{X}
}
node[fit=(L1)(L7), draw] {};
end{tikzpicture}
end{document}
If you do not evaluate j
to an integer, you get numbers like 1.0
, in which .0
is interpreted as the east anchor. So all I did was to replace [evaluate=i as j using i - 1]
by [evaluate=i as j using {int(i - 1)}]
to get
documentclass[margin=2pt]{standalone}
usepackage{tikz}
usetikzlibrary{positioning,fit}
newcommand{PL}[3]{
node[thick,circle,draw,minimum size=0.5cm,inner sep=0,outer sep=0,label=left:#3,#1](#2){};
draw[thick,#1] (#2.south west) -- (#2.north east);
}
begin{document}
begin{tikzpicture}
PL{L1}{1}
PL[below=0.1 of L1]{L2}{2}
PL[below=0.1 of L2]{L3}{3}
PL[below=0.1 of L3]{L4}{C}
PL[below=0.1 of L4]{L5}{R}
PL[below=0.1 of L5]{L6}{RC}
PL[below=0.1 of L6]{L7}{RH}
node[fit=(L1)(L7), draw] {};
end{tikzpicture}
begin{tikzpicture}
PL{L1}{1}
foreach i [evaluate=i as j using {int(i - 1)}] in {2,...,7} {
PL[below=0.1cm of Lj]{Li}{i}
}
node[fit=(L1)(L7), draw] {};
end{tikzpicture}
end{document}
ADDENDUM: Since @AndréC added an answer which is IMHO not really to the point of the original question, I add something that is to the point of the original question as well as some sort of a response to AndréC.
- You can avoid all this by using
remember...
. And you can, of course, attach the labels of your left diagram, just declarei
to be the count. - Using a path picture to strike out a node is one way, what you are doing is IMHO at least equally good, and one can also use
strike out
that comes withshapes.misc
. None of this, however, is IMHO at the heart of the question.
So here is an example (but if I was you I would keep your way of striking the node out, probably using a path picture
is more elegant than strike through
, though).
documentclass[tikz,border=3.14mm]{standalone}
usetikzlibrary{positioning,fit,shapes.misc}
newcommand{PL}[3]{
node[thick,strike out,
draw,minimum size=0.35cm,inner sep=0,outer sep=0,#1](#2-inner){};
node[draw,circle,inner sep=0,fit=(#2-inner),outer sep=1pt,label=left:#3](#2){};
}
begin{document}
begin{tikzpicture}
PL{L1}{1}
foreach X [count=i starting from 2,remember=i as j (initially 1)]
in {2,3,C,R,RC,RH} {
PL[below=0.1cm of Lj]{Li}{X}
}
node[fit=(L1)(L7), draw] {};
end{tikzpicture}
end{document}
edited Nov 24 at 21:38
answered Nov 24 at 20:20
marmot
84.6k495179
84.6k495179
Thanks, It's so hard to figure it out by me :-).
– lucky1928
Nov 24 at 20:23
@lucky1928 There are several variants of this question on this site, meaning that this is somewhat tricky and has been overlooked by several. (One way to figure out what's going on is to addtypeout
s to your code, so if you addtypeout{j}
to your code you will see1.0
,2.0
and so on, which may help to get on track.)
– marmot
Nov 24 at 20:26
Your explanation of the problem is wonderful.I never thought it was just a problem with the interpretation of writing1.0
. Congratulations!
– AndréC
Nov 24 at 21:31
add a comment |
Thanks, It's so hard to figure it out by me :-).
– lucky1928
Nov 24 at 20:23
@lucky1928 There are several variants of this question on this site, meaning that this is somewhat tricky and has been overlooked by several. (One way to figure out what's going on is to addtypeout
s to your code, so if you addtypeout{j}
to your code you will see1.0
,2.0
and so on, which may help to get on track.)
– marmot
Nov 24 at 20:26
Your explanation of the problem is wonderful.I never thought it was just a problem with the interpretation of writing1.0
. Congratulations!
– AndréC
Nov 24 at 21:31
Thanks, It's so hard to figure it out by me :-).
– lucky1928
Nov 24 at 20:23
Thanks, It's so hard to figure it out by me :-).
– lucky1928
Nov 24 at 20:23
@lucky1928 There are several variants of this question on this site, meaning that this is somewhat tricky and has been overlooked by several. (One way to figure out what's going on is to add
typeout
s to your code, so if you add typeout{j}
to your code you will see 1.0
, 2.0
and so on, which may help to get on track.)– marmot
Nov 24 at 20:26
@lucky1928 There are several variants of this question on this site, meaning that this is somewhat tricky and has been overlooked by several. (One way to figure out what's going on is to add
typeout
s to your code, so if you add typeout{j}
to your code you will see 1.0
, 2.0
and so on, which may help to get on track.)– marmot
Nov 24 at 20:26
Your explanation of the problem is wonderful.I never thought it was just a problem with the interpretation of writing
1.0
. Congratulations!– AndréC
Nov 24 at 21:31
Your explanation of the problem is wonderful.I never thought it was just a problem with the interpretation of writing
1.0
. Congratulations!– AndréC
Nov 24 at 21:31
add a comment |
It is not necessary to use a LaTeX
command to trace nodes. All you have to do is declare tikz styles
.
To draw the diagonal bar, I used the notion of path picture bounding box
described on page 173 of the 3.0.1a manual.
documentclass[margin=5mm]{standalone}
usepackage{tikz}
usetikzlibrary{positioning,fit}
%newcommand{PL}[3]{
% node[thick,circle,draw,minimum size=0.5cm,inner sep=0,outer sep=0,label=left:#3,#1](#2){};
% draw[thick,#1] (#2.south west) -- (#2.north east);
%}
begin{document}
% begin{tikzpicture}
% PL{L1}{1}
% PL[below=0.1 of L1]{L2}{2}
% PL[below=0.1 of L2]{L3}{3}
% PL[below=0.1 of L3]{L4}{4}
% PL[below=0.1 of L4]{L5}{5}
% PL[below=0.1 of L5]{L6}{6}
% PL[below=0.1 of L6]{L7}{7}
% node[fit=(L1)(L7), draw] {};
%end{tikzpicture}
begin{tikzpicture}
[slash/.style={
draw,thick,circle,minimum size=.5cm,
inner sep =0pt,outer sep=0pt,
label={left:#1},
path picture={
draw(path picture bounding box.south west)--(path picture bounding box.north east);}
}]
node[slash=1](L1){};
foreach i [evaluate=i as j using int(i - 1)] in {2,...,7} {
node[below=0.1 of Lj,slash=i](Li){};
}
node[fit=(L1)(L7), draw] {};
end{tikzpicture}
end{document}
Update (to answer to marmot):
@marmot: I know for a fact that my answer is not the heart of the question. And that was not my point.
To simplify even more the loop:
documentclass[margin=5mm]{standalone}
usepackage{tikz}
usetikzlibrary{positioning,fit}
begin{document}
begin{tikzpicture}
[slash/.style={
draw,thick,circle,minimum size=.5cm,
inner sep =0pt,outer sep=0pt,
label={left:#1},
path picture={
draw(path picture bounding box.south west)--(path picture bounding box.north east);}
}]
node[slash=1](L1){};
foreach j [count=i] in {2,...,7} {
node[below=0.1 of Li,slash=j](Lj){};
}
node[fit=(L1)(L7), draw] {};
end{tikzpicture}
end{document}
+1 for the use ofpath picture
(even though I do not think that this is at the heart of the question).
– marmot
Nov 24 at 21:44
add a comment |
It is not necessary to use a LaTeX
command to trace nodes. All you have to do is declare tikz styles
.
To draw the diagonal bar, I used the notion of path picture bounding box
described on page 173 of the 3.0.1a manual.
documentclass[margin=5mm]{standalone}
usepackage{tikz}
usetikzlibrary{positioning,fit}
%newcommand{PL}[3]{
% node[thick,circle,draw,minimum size=0.5cm,inner sep=0,outer sep=0,label=left:#3,#1](#2){};
% draw[thick,#1] (#2.south west) -- (#2.north east);
%}
begin{document}
% begin{tikzpicture}
% PL{L1}{1}
% PL[below=0.1 of L1]{L2}{2}
% PL[below=0.1 of L2]{L3}{3}
% PL[below=0.1 of L3]{L4}{4}
% PL[below=0.1 of L4]{L5}{5}
% PL[below=0.1 of L5]{L6}{6}
% PL[below=0.1 of L6]{L7}{7}
% node[fit=(L1)(L7), draw] {};
%end{tikzpicture}
begin{tikzpicture}
[slash/.style={
draw,thick,circle,minimum size=.5cm,
inner sep =0pt,outer sep=0pt,
label={left:#1},
path picture={
draw(path picture bounding box.south west)--(path picture bounding box.north east);}
}]
node[slash=1](L1){};
foreach i [evaluate=i as j using int(i - 1)] in {2,...,7} {
node[below=0.1 of Lj,slash=i](Li){};
}
node[fit=(L1)(L7), draw] {};
end{tikzpicture}
end{document}
Update (to answer to marmot):
@marmot: I know for a fact that my answer is not the heart of the question. And that was not my point.
To simplify even more the loop:
documentclass[margin=5mm]{standalone}
usepackage{tikz}
usetikzlibrary{positioning,fit}
begin{document}
begin{tikzpicture}
[slash/.style={
draw,thick,circle,minimum size=.5cm,
inner sep =0pt,outer sep=0pt,
label={left:#1},
path picture={
draw(path picture bounding box.south west)--(path picture bounding box.north east);}
}]
node[slash=1](L1){};
foreach j [count=i] in {2,...,7} {
node[below=0.1 of Li,slash=j](Lj){};
}
node[fit=(L1)(L7), draw] {};
end{tikzpicture}
end{document}
+1 for the use ofpath picture
(even though I do not think that this is at the heart of the question).
– marmot
Nov 24 at 21:44
add a comment |
It is not necessary to use a LaTeX
command to trace nodes. All you have to do is declare tikz styles
.
To draw the diagonal bar, I used the notion of path picture bounding box
described on page 173 of the 3.0.1a manual.
documentclass[margin=5mm]{standalone}
usepackage{tikz}
usetikzlibrary{positioning,fit}
%newcommand{PL}[3]{
% node[thick,circle,draw,minimum size=0.5cm,inner sep=0,outer sep=0,label=left:#3,#1](#2){};
% draw[thick,#1] (#2.south west) -- (#2.north east);
%}
begin{document}
% begin{tikzpicture}
% PL{L1}{1}
% PL[below=0.1 of L1]{L2}{2}
% PL[below=0.1 of L2]{L3}{3}
% PL[below=0.1 of L3]{L4}{4}
% PL[below=0.1 of L4]{L5}{5}
% PL[below=0.1 of L5]{L6}{6}
% PL[below=0.1 of L6]{L7}{7}
% node[fit=(L1)(L7), draw] {};
%end{tikzpicture}
begin{tikzpicture}
[slash/.style={
draw,thick,circle,minimum size=.5cm,
inner sep =0pt,outer sep=0pt,
label={left:#1},
path picture={
draw(path picture bounding box.south west)--(path picture bounding box.north east);}
}]
node[slash=1](L1){};
foreach i [evaluate=i as j using int(i - 1)] in {2,...,7} {
node[below=0.1 of Lj,slash=i](Li){};
}
node[fit=(L1)(L7), draw] {};
end{tikzpicture}
end{document}
Update (to answer to marmot):
@marmot: I know for a fact that my answer is not the heart of the question. And that was not my point.
To simplify even more the loop:
documentclass[margin=5mm]{standalone}
usepackage{tikz}
usetikzlibrary{positioning,fit}
begin{document}
begin{tikzpicture}
[slash/.style={
draw,thick,circle,minimum size=.5cm,
inner sep =0pt,outer sep=0pt,
label={left:#1},
path picture={
draw(path picture bounding box.south west)--(path picture bounding box.north east);}
}]
node[slash=1](L1){};
foreach j [count=i] in {2,...,7} {
node[below=0.1 of Li,slash=j](Lj){};
}
node[fit=(L1)(L7), draw] {};
end{tikzpicture}
end{document}
It is not necessary to use a LaTeX
command to trace nodes. All you have to do is declare tikz styles
.
To draw the diagonal bar, I used the notion of path picture bounding box
described on page 173 of the 3.0.1a manual.
documentclass[margin=5mm]{standalone}
usepackage{tikz}
usetikzlibrary{positioning,fit}
%newcommand{PL}[3]{
% node[thick,circle,draw,minimum size=0.5cm,inner sep=0,outer sep=0,label=left:#3,#1](#2){};
% draw[thick,#1] (#2.south west) -- (#2.north east);
%}
begin{document}
% begin{tikzpicture}
% PL{L1}{1}
% PL[below=0.1 of L1]{L2}{2}
% PL[below=0.1 of L2]{L3}{3}
% PL[below=0.1 of L3]{L4}{4}
% PL[below=0.1 of L4]{L5}{5}
% PL[below=0.1 of L5]{L6}{6}
% PL[below=0.1 of L6]{L7}{7}
% node[fit=(L1)(L7), draw] {};
%end{tikzpicture}
begin{tikzpicture}
[slash/.style={
draw,thick,circle,minimum size=.5cm,
inner sep =0pt,outer sep=0pt,
label={left:#1},
path picture={
draw(path picture bounding box.south west)--(path picture bounding box.north east);}
}]
node[slash=1](L1){};
foreach i [evaluate=i as j using int(i - 1)] in {2,...,7} {
node[below=0.1 of Lj,slash=i](Li){};
}
node[fit=(L1)(L7), draw] {};
end{tikzpicture}
end{document}
Update (to answer to marmot):
@marmot: I know for a fact that my answer is not the heart of the question. And that was not my point.
To simplify even more the loop:
documentclass[margin=5mm]{standalone}
usepackage{tikz}
usetikzlibrary{positioning,fit}
begin{document}
begin{tikzpicture}
[slash/.style={
draw,thick,circle,minimum size=.5cm,
inner sep =0pt,outer sep=0pt,
label={left:#1},
path picture={
draw(path picture bounding box.south west)--(path picture bounding box.north east);}
}]
node[slash=1](L1){};
foreach j [count=i] in {2,...,7} {
node[below=0.1 of Li,slash=j](Lj){};
}
node[fit=(L1)(L7), draw] {};
end{tikzpicture}
end{document}
edited Nov 24 at 21:51
answered Nov 24 at 21:12
AndréC
7,26211340
7,26211340
+1 for the use ofpath picture
(even though I do not think that this is at the heart of the question).
– marmot
Nov 24 at 21:44
add a comment |
+1 for the use ofpath picture
(even though I do not think that this is at the heart of the question).
– marmot
Nov 24 at 21:44
+1 for the use of
path picture
(even though I do not think that this is at the heart of the question).– marmot
Nov 24 at 21:44
+1 for the use of
path picture
(even though I do not think that this is at the heart of the question).– marmot
Nov 24 at 21:44
add a comment |
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