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How does TikZ render an arc?
Announcing the arrival of Valued Associate #679: Cesar Manara
Planned maintenance scheduled April 23, 2019 at 23:30 UTC (7:30pm US/Eastern)Draw arc in tikz when center of circle is specifiedRotate a node but not its content: the case of the ellipse decorationDrawing a TikZ arc specifying the centerHow to automatically obtain the center of the circle used to draw the arc in TikZ?TikZ: Drawing an arc from an intersection to an intersectionDrawing rectilinear curves in Tikz, aka an Etch-a-Sketch drawingTikz: get the point at the arc endLine up nested tikz enviroments or how to get rid of themHow to draw a square and its diagonals with arrows?Fill a section between two circles with TikZbeginfigure… endfigure is not working with tikz package
With the sample MWE below, TikZ generates the following diagram:
1. Drawing an arc
documentclassarticle
usepackagetikz
begindocument
begintikzpicture
coordinate[label=below:$a$] (a) at (0,0);
draw (a) arc(0:180:2);
endtikzpicture
enddocument
2. Drawing a circle
documentclassarticle
usepackagetikz
begindocument
begintikzpicture
coordinate[label=below:$a$] (a) at (0,0);
coordinate[label=below:$b$] (b) at (5,5);
draw (a) arc(0:180:2);
draw (b) circle [radius=2cm];
endtikzpicture
enddocument
With draw <coordinate> circle
command, TikZ draws a circle, with the <coordinate>
at its center.
With draw <coordinate> arc
command, TikZ draws an arc, with the <coordinate>
as one of its endpoints.
I wish to understand, why this difference of behavior and how is TikZ drawing the arc with draw (a) arc(0:180:2);
.
Why does TikZ does not use (a)
as its center point while drawing an arc similar to drawing a circle.
How does TikZ actually draw the arc with point a
.
What is the reference and center point, when TikZ draws an arc.
tikz-pgf
|
show 6 more comments
With the sample MWE below, TikZ generates the following diagram:
1. Drawing an arc
documentclassarticle
usepackagetikz
begindocument
begintikzpicture
coordinate[label=below:$a$] (a) at (0,0);
draw (a) arc(0:180:2);
endtikzpicture
enddocument
2. Drawing a circle
documentclassarticle
usepackagetikz
begindocument
begintikzpicture
coordinate[label=below:$a$] (a) at (0,0);
coordinate[label=below:$b$] (b) at (5,5);
draw (a) arc(0:180:2);
draw (b) circle [radius=2cm];
endtikzpicture
enddocument
With draw <coordinate> circle
command, TikZ draws a circle, with the <coordinate>
at its center.
With draw <coordinate> arc
command, TikZ draws an arc, with the <coordinate>
as one of its endpoints.
I wish to understand, why this difference of behavior and how is TikZ drawing the arc with draw (a) arc(0:180:2);
.
Why does TikZ does not use (a)
as its center point while drawing an arc similar to drawing a circle.
How does TikZ actually draw the arc with point a
.
What is the reference and center point, when TikZ draws an arc.
tikz-pgf
May I draw your attention to this question? IMHO the question "Why does TikZ does not use(a)
as its center point while drawing an arc similar to drawing a circle?" is not really answerable, and there are more than enough answers that show you how you can get whatever behavior you want.
– marmot
1 hour ago
@marmot that doesn't actually answer the question. I want to understand the mathematical geometry behind the example given
– subham soni
1 hour ago
1
The mathematical geometry of an arc and a circle? Judging from the question you seem to understand it very well. (Internally TikZ approximates them with Bezier curves, if that's your question.)
– marmot
1 hour ago
1
What is the geometry here? It is just simply the beginning angle and the ending angle.
– JouleV
1 hour ago
1
@marmot Yes, but I have to "update" myself right now
– JouleV
55 mins ago
|
show 6 more comments
With the sample MWE below, TikZ generates the following diagram:
1. Drawing an arc
documentclassarticle
usepackagetikz
begindocument
begintikzpicture
coordinate[label=below:$a$] (a) at (0,0);
draw (a) arc(0:180:2);
endtikzpicture
enddocument
2. Drawing a circle
documentclassarticle
usepackagetikz
begindocument
begintikzpicture
coordinate[label=below:$a$] (a) at (0,0);
coordinate[label=below:$b$] (b) at (5,5);
draw (a) arc(0:180:2);
draw (b) circle [radius=2cm];
endtikzpicture
enddocument
With draw <coordinate> circle
command, TikZ draws a circle, with the <coordinate>
at its center.
With draw <coordinate> arc
command, TikZ draws an arc, with the <coordinate>
as one of its endpoints.
I wish to understand, why this difference of behavior and how is TikZ drawing the arc with draw (a) arc(0:180:2);
.
Why does TikZ does not use (a)
as its center point while drawing an arc similar to drawing a circle.
How does TikZ actually draw the arc with point a
.
What is the reference and center point, when TikZ draws an arc.
tikz-pgf
With the sample MWE below, TikZ generates the following diagram:
1. Drawing an arc
documentclassarticle
usepackagetikz
begindocument
begintikzpicture
coordinate[label=below:$a$] (a) at (0,0);
draw (a) arc(0:180:2);
endtikzpicture
enddocument
2. Drawing a circle
documentclassarticle
usepackagetikz
begindocument
begintikzpicture
coordinate[label=below:$a$] (a) at (0,0);
coordinate[label=below:$b$] (b) at (5,5);
draw (a) arc(0:180:2);
draw (b) circle [radius=2cm];
endtikzpicture
enddocument
With draw <coordinate> circle
command, TikZ draws a circle, with the <coordinate>
at its center.
With draw <coordinate> arc
command, TikZ draws an arc, with the <coordinate>
as one of its endpoints.
I wish to understand, why this difference of behavior and how is TikZ drawing the arc with draw (a) arc(0:180:2);
.
Why does TikZ does not use (a)
as its center point while drawing an arc similar to drawing a circle.
How does TikZ actually draw the arc with point a
.
What is the reference and center point, when TikZ draws an arc.
tikz-pgf
tikz-pgf
asked 1 hour ago
subham sonisubham soni
5,04983189
5,04983189
May I draw your attention to this question? IMHO the question "Why does TikZ does not use(a)
as its center point while drawing an arc similar to drawing a circle?" is not really answerable, and there are more than enough answers that show you how you can get whatever behavior you want.
– marmot
1 hour ago
@marmot that doesn't actually answer the question. I want to understand the mathematical geometry behind the example given
– subham soni
1 hour ago
1
The mathematical geometry of an arc and a circle? Judging from the question you seem to understand it very well. (Internally TikZ approximates them with Bezier curves, if that's your question.)
– marmot
1 hour ago
1
What is the geometry here? It is just simply the beginning angle and the ending angle.
– JouleV
1 hour ago
1
@marmot Yes, but I have to "update" myself right now
– JouleV
55 mins ago
|
show 6 more comments
May I draw your attention to this question? IMHO the question "Why does TikZ does not use(a)
as its center point while drawing an arc similar to drawing a circle?" is not really answerable, and there are more than enough answers that show you how you can get whatever behavior you want.
– marmot
1 hour ago
@marmot that doesn't actually answer the question. I want to understand the mathematical geometry behind the example given
– subham soni
1 hour ago
1
The mathematical geometry of an arc and a circle? Judging from the question you seem to understand it very well. (Internally TikZ approximates them with Bezier curves, if that's your question.)
– marmot
1 hour ago
1
What is the geometry here? It is just simply the beginning angle and the ending angle.
– JouleV
1 hour ago
1
@marmot Yes, but I have to "update" myself right now
– JouleV
55 mins ago
May I draw your attention to this question? IMHO the question "Why does TikZ does not use
(a)
as its center point while drawing an arc similar to drawing a circle?" is not really answerable, and there are more than enough answers that show you how you can get whatever behavior you want.– marmot
1 hour ago
May I draw your attention to this question? IMHO the question "Why does TikZ does not use
(a)
as its center point while drawing an arc similar to drawing a circle?" is not really answerable, and there are more than enough answers that show you how you can get whatever behavior you want.– marmot
1 hour ago
@marmot that doesn't actually answer the question. I want to understand the mathematical geometry behind the example given
– subham soni
1 hour ago
@marmot that doesn't actually answer the question. I want to understand the mathematical geometry behind the example given
– subham soni
1 hour ago
1
1
The mathematical geometry of an arc and a circle? Judging from the question you seem to understand it very well. (Internally TikZ approximates them with Bezier curves, if that's your question.)
– marmot
1 hour ago
The mathematical geometry of an arc and a circle? Judging from the question you seem to understand it very well. (Internally TikZ approximates them with Bezier curves, if that's your question.)
– marmot
1 hour ago
1
1
What is the geometry here? It is just simply the beginning angle and the ending angle.
– JouleV
1 hour ago
What is the geometry here? It is just simply the beginning angle and the ending angle.
– JouleV
1 hour ago
1
1
@marmot Yes, but I have to "update" myself right now
– JouleV
55 mins ago
@marmot Yes, but I have to "update" myself right now
– JouleV
55 mins ago
|
show 6 more comments
2 Answers
2
active
oldest
votes
Here is an attempt to use attempt to explain step by step what's going on. I use the non-deprecated syntax, as suggested by Joule V.
documentclassbeamer
usepackagetikz
usetikzlibraryoverlay-beamer-styles
begindocument
beginframe[t]
frametitleThe arc construction
textbackslashtextttdraw (P) arc[start angle=$alpha$,end
angle=$beta$,radius=$r$];
centering
begintikzpicture
node[circle,fill,inner sep=1pt,label=right:$P=(x,y)$] (P);
draw[dashed,visible on=<2-4>] (P) ++ (210:2) coordinate (O) circle[radius=2cm];
draw[visible on=<2>] (O) + (1,0) arc[start angle=00,end angle=30,radius=1cm]
node[midway,right] $alpha$;
draw[visible on=<2>] (P) -- (O) -- ++(2,0) node[midway,below]$r$;
draw[visible on=<3>,thick] (P) arc[start angle=30,end angle=135,radius=2cm]
coordinate (Q);
draw[visible on=<3>] (O) + (1,0) arc[start angle=00,end angle=135,radius=1cm]
node[midway,below] $beta$ (Q) -- (O) -- ++(2,0) ;
path (O) -- ++ (0,2.5); % only for the bounding box
endtikzpicture
beginitemize
item<+-> Consider a point $P=(x,y)$.
item<+-> Imagine now a circle of radius $r$ for which $P$ sits at the angle
$alpha$.
item<+-> The arc runs along this circle between the angles $alpha$ and
$beta$;
enditemize
endframe
enddocument
+1, very clear!
– CarLaTeX
32 mins ago
add a comment |
Short answer: arc
has nothing to do with circle
. circle
is drawn with four curves, arc
is drawn with one curve, that is all.
Let's start with tikz.code.tex
. In lines 3673–3706, there is the definition of tikz@do@arc
, based on pgfpatharc
, which is defined in pgfcorepathconstruct.code.tex
. Circles and ellipses are defined in the same way.
In pgfcorepathconstruct.code.tex
, pgfpatharc
is defined as a curve with a starting point and an ending point, based on pgf@nlt@curveto
(line 401).
Meanwhile, you can see that any kind of curves, even circles, are defined based on pgf@nlt@curveto
. Circles and ellipses is defined in pgfpathellipse
as a set of four connected curves: line 926, line 947, line 968, and line 989 — each of these curves has its own pgf@nlt@curveto
.
That is why the arc
does not take its coordinate as the center, but a starting point.
add a comment |
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2 Answers
2
active
oldest
votes
2 Answers
2
active
oldest
votes
active
oldest
votes
active
oldest
votes
Here is an attempt to use attempt to explain step by step what's going on. I use the non-deprecated syntax, as suggested by Joule V.
documentclassbeamer
usepackagetikz
usetikzlibraryoverlay-beamer-styles
begindocument
beginframe[t]
frametitleThe arc construction
textbackslashtextttdraw (P) arc[start angle=$alpha$,end
angle=$beta$,radius=$r$];
centering
begintikzpicture
node[circle,fill,inner sep=1pt,label=right:$P=(x,y)$] (P);
draw[dashed,visible on=<2-4>] (P) ++ (210:2) coordinate (O) circle[radius=2cm];
draw[visible on=<2>] (O) + (1,0) arc[start angle=00,end angle=30,radius=1cm]
node[midway,right] $alpha$;
draw[visible on=<2>] (P) -- (O) -- ++(2,0) node[midway,below]$r$;
draw[visible on=<3>,thick] (P) arc[start angle=30,end angle=135,radius=2cm]
coordinate (Q);
draw[visible on=<3>] (O) + (1,0) arc[start angle=00,end angle=135,radius=1cm]
node[midway,below] $beta$ (Q) -- (O) -- ++(2,0) ;
path (O) -- ++ (0,2.5); % only for the bounding box
endtikzpicture
beginitemize
item<+-> Consider a point $P=(x,y)$.
item<+-> Imagine now a circle of radius $r$ for which $P$ sits at the angle
$alpha$.
item<+-> The arc runs along this circle between the angles $alpha$ and
$beta$;
enditemize
endframe
enddocument
+1, very clear!
– CarLaTeX
32 mins ago
add a comment |
Here is an attempt to use attempt to explain step by step what's going on. I use the non-deprecated syntax, as suggested by Joule V.
documentclassbeamer
usepackagetikz
usetikzlibraryoverlay-beamer-styles
begindocument
beginframe[t]
frametitleThe arc construction
textbackslashtextttdraw (P) arc[start angle=$alpha$,end
angle=$beta$,radius=$r$];
centering
begintikzpicture
node[circle,fill,inner sep=1pt,label=right:$P=(x,y)$] (P);
draw[dashed,visible on=<2-4>] (P) ++ (210:2) coordinate (O) circle[radius=2cm];
draw[visible on=<2>] (O) + (1,0) arc[start angle=00,end angle=30,radius=1cm]
node[midway,right] $alpha$;
draw[visible on=<2>] (P) -- (O) -- ++(2,0) node[midway,below]$r$;
draw[visible on=<3>,thick] (P) arc[start angle=30,end angle=135,radius=2cm]
coordinate (Q);
draw[visible on=<3>] (O) + (1,0) arc[start angle=00,end angle=135,radius=1cm]
node[midway,below] $beta$ (Q) -- (O) -- ++(2,0) ;
path (O) -- ++ (0,2.5); % only for the bounding box
endtikzpicture
beginitemize
item<+-> Consider a point $P=(x,y)$.
item<+-> Imagine now a circle of radius $r$ for which $P$ sits at the angle
$alpha$.
item<+-> The arc runs along this circle between the angles $alpha$ and
$beta$;
enditemize
endframe
enddocument
+1, very clear!
– CarLaTeX
32 mins ago
add a comment |
Here is an attempt to use attempt to explain step by step what's going on. I use the non-deprecated syntax, as suggested by Joule V.
documentclassbeamer
usepackagetikz
usetikzlibraryoverlay-beamer-styles
begindocument
beginframe[t]
frametitleThe arc construction
textbackslashtextttdraw (P) arc[start angle=$alpha$,end
angle=$beta$,radius=$r$];
centering
begintikzpicture
node[circle,fill,inner sep=1pt,label=right:$P=(x,y)$] (P);
draw[dashed,visible on=<2-4>] (P) ++ (210:2) coordinate (O) circle[radius=2cm];
draw[visible on=<2>] (O) + (1,0) arc[start angle=00,end angle=30,radius=1cm]
node[midway,right] $alpha$;
draw[visible on=<2>] (P) -- (O) -- ++(2,0) node[midway,below]$r$;
draw[visible on=<3>,thick] (P) arc[start angle=30,end angle=135,radius=2cm]
coordinate (Q);
draw[visible on=<3>] (O) + (1,0) arc[start angle=00,end angle=135,radius=1cm]
node[midway,below] $beta$ (Q) -- (O) -- ++(2,0) ;
path (O) -- ++ (0,2.5); % only for the bounding box
endtikzpicture
beginitemize
item<+-> Consider a point $P=(x,y)$.
item<+-> Imagine now a circle of radius $r$ for which $P$ sits at the angle
$alpha$.
item<+-> The arc runs along this circle between the angles $alpha$ and
$beta$;
enditemize
endframe
enddocument
Here is an attempt to use attempt to explain step by step what's going on. I use the non-deprecated syntax, as suggested by Joule V.
documentclassbeamer
usepackagetikz
usetikzlibraryoverlay-beamer-styles
begindocument
beginframe[t]
frametitleThe arc construction
textbackslashtextttdraw (P) arc[start angle=$alpha$,end
angle=$beta$,radius=$r$];
centering
begintikzpicture
node[circle,fill,inner sep=1pt,label=right:$P=(x,y)$] (P);
draw[dashed,visible on=<2-4>] (P) ++ (210:2) coordinate (O) circle[radius=2cm];
draw[visible on=<2>] (O) + (1,0) arc[start angle=00,end angle=30,radius=1cm]
node[midway,right] $alpha$;
draw[visible on=<2>] (P) -- (O) -- ++(2,0) node[midway,below]$r$;
draw[visible on=<3>,thick] (P) arc[start angle=30,end angle=135,radius=2cm]
coordinate (Q);
draw[visible on=<3>] (O) + (1,0) arc[start angle=00,end angle=135,radius=1cm]
node[midway,below] $beta$ (Q) -- (O) -- ++(2,0) ;
path (O) -- ++ (0,2.5); % only for the bounding box
endtikzpicture
beginitemize
item<+-> Consider a point $P=(x,y)$.
item<+-> Imagine now a circle of radius $r$ for which $P$ sits at the angle
$alpha$.
item<+-> The arc runs along this circle between the angles $alpha$ and
$beta$;
enditemize
endframe
enddocument
edited 31 mins ago
answered 35 mins ago
marmotmarmot
120k6154290
120k6154290
+1, very clear!
– CarLaTeX
32 mins ago
add a comment |
+1, very clear!
– CarLaTeX
32 mins ago
+1, very clear!
– CarLaTeX
32 mins ago
+1, very clear!
– CarLaTeX
32 mins ago
add a comment |
Short answer: arc
has nothing to do with circle
. circle
is drawn with four curves, arc
is drawn with one curve, that is all.
Let's start with tikz.code.tex
. In lines 3673–3706, there is the definition of tikz@do@arc
, based on pgfpatharc
, which is defined in pgfcorepathconstruct.code.tex
. Circles and ellipses are defined in the same way.
In pgfcorepathconstruct.code.tex
, pgfpatharc
is defined as a curve with a starting point and an ending point, based on pgf@nlt@curveto
(line 401).
Meanwhile, you can see that any kind of curves, even circles, are defined based on pgf@nlt@curveto
. Circles and ellipses is defined in pgfpathellipse
as a set of four connected curves: line 926, line 947, line 968, and line 989 — each of these curves has its own pgf@nlt@curveto
.
That is why the arc
does not take its coordinate as the center, but a starting point.
add a comment |
Short answer: arc
has nothing to do with circle
. circle
is drawn with four curves, arc
is drawn with one curve, that is all.
Let's start with tikz.code.tex
. In lines 3673–3706, there is the definition of tikz@do@arc
, based on pgfpatharc
, which is defined in pgfcorepathconstruct.code.tex
. Circles and ellipses are defined in the same way.
In pgfcorepathconstruct.code.tex
, pgfpatharc
is defined as a curve with a starting point and an ending point, based on pgf@nlt@curveto
(line 401).
Meanwhile, you can see that any kind of curves, even circles, are defined based on pgf@nlt@curveto
. Circles and ellipses is defined in pgfpathellipse
as a set of four connected curves: line 926, line 947, line 968, and line 989 — each of these curves has its own pgf@nlt@curveto
.
That is why the arc
does not take its coordinate as the center, but a starting point.
add a comment |
Short answer: arc
has nothing to do with circle
. circle
is drawn with four curves, arc
is drawn with one curve, that is all.
Let's start with tikz.code.tex
. In lines 3673–3706, there is the definition of tikz@do@arc
, based on pgfpatharc
, which is defined in pgfcorepathconstruct.code.tex
. Circles and ellipses are defined in the same way.
In pgfcorepathconstruct.code.tex
, pgfpatharc
is defined as a curve with a starting point and an ending point, based on pgf@nlt@curveto
(line 401).
Meanwhile, you can see that any kind of curves, even circles, are defined based on pgf@nlt@curveto
. Circles and ellipses is defined in pgfpathellipse
as a set of four connected curves: line 926, line 947, line 968, and line 989 — each of these curves has its own pgf@nlt@curveto
.
That is why the arc
does not take its coordinate as the center, but a starting point.
Short answer: arc
has nothing to do with circle
. circle
is drawn with four curves, arc
is drawn with one curve, that is all.
Let's start with tikz.code.tex
. In lines 3673–3706, there is the definition of tikz@do@arc
, based on pgfpatharc
, which is defined in pgfcorepathconstruct.code.tex
. Circles and ellipses are defined in the same way.
In pgfcorepathconstruct.code.tex
, pgfpatharc
is defined as a curve with a starting point and an ending point, based on pgf@nlt@curveto
(line 401).
Meanwhile, you can see that any kind of curves, even circles, are defined based on pgf@nlt@curveto
. Circles and ellipses is defined in pgfpathellipse
as a set of four connected curves: line 926, line 947, line 968, and line 989 — each of these curves has its own pgf@nlt@curveto
.
That is why the arc
does not take its coordinate as the center, but a starting point.
answered 4 mins ago
JouleVJouleV
14.6k22665
14.6k22665
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May I draw your attention to this question? IMHO the question "Why does TikZ does not use
(a)
as its center point while drawing an arc similar to drawing a circle?" is not really answerable, and there are more than enough answers that show you how you can get whatever behavior you want.– marmot
1 hour ago
@marmot that doesn't actually answer the question. I want to understand the mathematical geometry behind the example given
– subham soni
1 hour ago
1
The mathematical geometry of an arc and a circle? Judging from the question you seem to understand it very well. (Internally TikZ approximates them with Bezier curves, if that's your question.)
– marmot
1 hour ago
1
What is the geometry here? It is just simply the beginning angle and the ending angle.
– JouleV
1 hour ago
1
@marmot Yes, but I have to "update" myself right now
– JouleV
55 mins ago