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How can one draw a segment of a sphere with TikZ?
The Next CEO of Stack OverflowHow to draw arcs linking two points in TikZ?Draw arc in tikz when center of circle is specifiedHow to draw a ring-like diagram with some labels on its arcs?circle vs arch with shorten — normal or bug?The intersection of a sphere with planes through an axis tangent to the north poleTikZ: Drawing an arc from an intersection to an intersectiontikz/pgfplots - Plotting 3D surface with sphereCreate with TikZ a union of more graphsHow draw axes & figure with TikZ using “mathematician's axes”?How can I draw a circle knowing center and radius lies on a plane?
I am trying to replace the black plan with a segment of a sphere using tikz :
The sphere would be of centre H(Yi) and radius ||H(Yi) , H(Yi+1_0)|| on which will lie all the points from k=0 (green point) to k (blue point) (=> corresponding to an arc of a circle in the plan designated by the axis system in the upper left corner).
Any propositions using tikz to add a part of a sphere would be greatly appreciated. Thank you.
tikz-pgf
New contributor
add a comment |
I am trying to replace the black plan with a segment of a sphere using tikz :
The sphere would be of centre H(Yi) and radius ||H(Yi) , H(Yi+1_0)|| on which will lie all the points from k=0 (green point) to k (blue point) (=> corresponding to an arc of a circle in the plan designated by the axis system in the upper left corner).
Any propositions using tikz to add a part of a sphere would be greatly appreciated. Thank you.
tikz-pgf
New contributor
4
welcome to tex.se! to my opinion your question (as is) is to broad and type do-it-for-me, so it will probably will be closed .... please show us, what you try so far.
– Zarko
1 hour ago
add a comment |
I am trying to replace the black plan with a segment of a sphere using tikz :
The sphere would be of centre H(Yi) and radius ||H(Yi) , H(Yi+1_0)|| on which will lie all the points from k=0 (green point) to k (blue point) (=> corresponding to an arc of a circle in the plan designated by the axis system in the upper left corner).
Any propositions using tikz to add a part of a sphere would be greatly appreciated. Thank you.
tikz-pgf
New contributor
I am trying to replace the black plan with a segment of a sphere using tikz :
The sphere would be of centre H(Yi) and radius ||H(Yi) , H(Yi+1_0)|| on which will lie all the points from k=0 (green point) to k (blue point) (=> corresponding to an arc of a circle in the plan designated by the axis system in the upper left corner).
Any propositions using tikz to add a part of a sphere would be greatly appreciated. Thank you.
tikz-pgf
tikz-pgf
New contributor
New contributor
edited 2 mins ago
Yacola
New contributor
asked 1 hour ago
YacolaYacola
63
63
New contributor
New contributor
4
welcome to tex.se! to my opinion your question (as is) is to broad and type do-it-for-me, so it will probably will be closed .... please show us, what you try so far.
– Zarko
1 hour ago
add a comment |
4
welcome to tex.se! to my opinion your question (as is) is to broad and type do-it-for-me, so it will probably will be closed .... please show us, what you try so far.
– Zarko
1 hour ago
4
4
welcome to tex.se! to my opinion your question (as is) is to broad and type do-it-for-me, so it will probably will be closed .... please show us, what you try so far.
– Zarko
1 hour ago
welcome to tex.se! to my opinion your question (as is) is to broad and type do-it-for-me, so it will probably will be closed .... please show us, what you try so far.
– Zarko
1 hour ago
add a comment |
1 Answer
1
active
oldest
votes
The purpose of this post is to define a style that draws a part of a sphere. More specifically, it will draw a segment in which the latitude and longitude are in a certain range. Drawing this segment is then as simple as saying
draw[thin,fill=white,fill opacity=0.6,
sphere segment=phi from 60 to 120 and theta from -10 to 50 and radius 4];
where phi and theta are the longitude and latitude parameters.
documentclass[tikz,border=3.14mm]standalone
usepackagetikz-3dplot
usetikzlibrary3d
begindocument
tdplotsetmaincoords7030
begintikzpicture[tdplot_main_coords,bullet/.style=fill,circle,inner
sep=1pt,sphere segment/.style args=%
phi from #1 to #2 and theta from #3 to #4 and radius #5insert path=%
plot[variable=x,smooth,domain=#2:#1]
(xyz spherical cs:radius=#5,longitude=x,latitude=#3)
-- plot[variable=x,smooth,domain=#3:#4]
(xyz spherical cs:radius=#5,longitude=#1,latitude=x)
--plot[variable=x,smooth,domain=#1:#2]
(xyz spherical cs:radius=#5,longitude=x,latitude=#4)
-- plot[variable=x,smooth,domain=#4:#3]
(xyz spherical cs:radius=#5,longitude=#2,latitude=x),
>=stealth,declare function=f(x)=exp(-2+0.5*x);]
draw[thick] (0,0,0) -- (4,0,0);
draw[thick,orange] plot[variable=x,smooth,domain=0:4] (x,0,f(x));
% note: this domain is an approximation, it should really be
% from 0 to xmax where xmax is the solution of x^2+f(x)^2=4^2
draw[thin,fill=white,fill opacity=0.6,
sphere segment=phi from 60 to 120 and theta from -10 to 50 and radius 4] ;
draw[thick,->] (4,0,0) -- (6,0,0);
draw[thick,orange] plot[variable=x,smooth,domain=4:6] (x,0,f(x));
% should be xmax:6
endtikzpicture
enddocument
Thanks for your answer @marmot, I should have just ask it with MWE in the first time, that wasn't intended to be the whole picture but more like what you just did, my bad...
– Yacola
51 mins ago
@Yacola No worries and glad to hear that this goes in the right direction.
– marmot
39 mins ago
One last question : can you give me a hint on how to do it with a part of a sphere instead of the plan?
– Yacola
32 mins ago
I think that I am looking for a parametric plot that will replace the plan by a surface corresponding to a part of a sphere which center is where black line and orange curve cross. I'll try to look at more general spherical plots.
– Yacola
21 mins ago
add a comment |
Your Answer
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The purpose of this post is to define a style that draws a part of a sphere. More specifically, it will draw a segment in which the latitude and longitude are in a certain range. Drawing this segment is then as simple as saying
draw[thin,fill=white,fill opacity=0.6,
sphere segment=phi from 60 to 120 and theta from -10 to 50 and radius 4];
where phi and theta are the longitude and latitude parameters.
documentclass[tikz,border=3.14mm]standalone
usepackagetikz-3dplot
usetikzlibrary3d
begindocument
tdplotsetmaincoords7030
begintikzpicture[tdplot_main_coords,bullet/.style=fill,circle,inner
sep=1pt,sphere segment/.style args=%
phi from #1 to #2 and theta from #3 to #4 and radius #5insert path=%
plot[variable=x,smooth,domain=#2:#1]
(xyz spherical cs:radius=#5,longitude=x,latitude=#3)
-- plot[variable=x,smooth,domain=#3:#4]
(xyz spherical cs:radius=#5,longitude=#1,latitude=x)
--plot[variable=x,smooth,domain=#1:#2]
(xyz spherical cs:radius=#5,longitude=x,latitude=#4)
-- plot[variable=x,smooth,domain=#4:#3]
(xyz spherical cs:radius=#5,longitude=#2,latitude=x),
>=stealth,declare function=f(x)=exp(-2+0.5*x);]
draw[thick] (0,0,0) -- (4,0,0);
draw[thick,orange] plot[variable=x,smooth,domain=0:4] (x,0,f(x));
% note: this domain is an approximation, it should really be
% from 0 to xmax where xmax is the solution of x^2+f(x)^2=4^2
draw[thin,fill=white,fill opacity=0.6,
sphere segment=phi from 60 to 120 and theta from -10 to 50 and radius 4] ;
draw[thick,->] (4,0,0) -- (6,0,0);
draw[thick,orange] plot[variable=x,smooth,domain=4:6] (x,0,f(x));
% should be xmax:6
endtikzpicture
enddocument
Thanks for your answer @marmot, I should have just ask it with MWE in the first time, that wasn't intended to be the whole picture but more like what you just did, my bad...
– Yacola
51 mins ago
@Yacola No worries and glad to hear that this goes in the right direction.
– marmot
39 mins ago
One last question : can you give me a hint on how to do it with a part of a sphere instead of the plan?
– Yacola
32 mins ago
I think that I am looking for a parametric plot that will replace the plan by a surface corresponding to a part of a sphere which center is where black line and orange curve cross. I'll try to look at more general spherical plots.
– Yacola
21 mins ago
add a comment |
The purpose of this post is to define a style that draws a part of a sphere. More specifically, it will draw a segment in which the latitude and longitude are in a certain range. Drawing this segment is then as simple as saying
draw[thin,fill=white,fill opacity=0.6,
sphere segment=phi from 60 to 120 and theta from -10 to 50 and radius 4];
where phi and theta are the longitude and latitude parameters.
documentclass[tikz,border=3.14mm]standalone
usepackagetikz-3dplot
usetikzlibrary3d
begindocument
tdplotsetmaincoords7030
begintikzpicture[tdplot_main_coords,bullet/.style=fill,circle,inner
sep=1pt,sphere segment/.style args=%
phi from #1 to #2 and theta from #3 to #4 and radius #5insert path=%
plot[variable=x,smooth,domain=#2:#1]
(xyz spherical cs:radius=#5,longitude=x,latitude=#3)
-- plot[variable=x,smooth,domain=#3:#4]
(xyz spherical cs:radius=#5,longitude=#1,latitude=x)
--plot[variable=x,smooth,domain=#1:#2]
(xyz spherical cs:radius=#5,longitude=x,latitude=#4)
-- plot[variable=x,smooth,domain=#4:#3]
(xyz spherical cs:radius=#5,longitude=#2,latitude=x),
>=stealth,declare function=f(x)=exp(-2+0.5*x);]
draw[thick] (0,0,0) -- (4,0,0);
draw[thick,orange] plot[variable=x,smooth,domain=0:4] (x,0,f(x));
% note: this domain is an approximation, it should really be
% from 0 to xmax where xmax is the solution of x^2+f(x)^2=4^2
draw[thin,fill=white,fill opacity=0.6,
sphere segment=phi from 60 to 120 and theta from -10 to 50 and radius 4] ;
draw[thick,->] (4,0,0) -- (6,0,0);
draw[thick,orange] plot[variable=x,smooth,domain=4:6] (x,0,f(x));
% should be xmax:6
endtikzpicture
enddocument
Thanks for your answer @marmot, I should have just ask it with MWE in the first time, that wasn't intended to be the whole picture but more like what you just did, my bad...
– Yacola
51 mins ago
@Yacola No worries and glad to hear that this goes in the right direction.
– marmot
39 mins ago
One last question : can you give me a hint on how to do it with a part of a sphere instead of the plan?
– Yacola
32 mins ago
I think that I am looking for a parametric plot that will replace the plan by a surface corresponding to a part of a sphere which center is where black line and orange curve cross. I'll try to look at more general spherical plots.
– Yacola
21 mins ago
add a comment |
The purpose of this post is to define a style that draws a part of a sphere. More specifically, it will draw a segment in which the latitude and longitude are in a certain range. Drawing this segment is then as simple as saying
draw[thin,fill=white,fill opacity=0.6,
sphere segment=phi from 60 to 120 and theta from -10 to 50 and radius 4];
where phi and theta are the longitude and latitude parameters.
documentclass[tikz,border=3.14mm]standalone
usepackagetikz-3dplot
usetikzlibrary3d
begindocument
tdplotsetmaincoords7030
begintikzpicture[tdplot_main_coords,bullet/.style=fill,circle,inner
sep=1pt,sphere segment/.style args=%
phi from #1 to #2 and theta from #3 to #4 and radius #5insert path=%
plot[variable=x,smooth,domain=#2:#1]
(xyz spherical cs:radius=#5,longitude=x,latitude=#3)
-- plot[variable=x,smooth,domain=#3:#4]
(xyz spherical cs:radius=#5,longitude=#1,latitude=x)
--plot[variable=x,smooth,domain=#1:#2]
(xyz spherical cs:radius=#5,longitude=x,latitude=#4)
-- plot[variable=x,smooth,domain=#4:#3]
(xyz spherical cs:radius=#5,longitude=#2,latitude=x),
>=stealth,declare function=f(x)=exp(-2+0.5*x);]
draw[thick] (0,0,0) -- (4,0,0);
draw[thick,orange] plot[variable=x,smooth,domain=0:4] (x,0,f(x));
% note: this domain is an approximation, it should really be
% from 0 to xmax where xmax is the solution of x^2+f(x)^2=4^2
draw[thin,fill=white,fill opacity=0.6,
sphere segment=phi from 60 to 120 and theta from -10 to 50 and radius 4] ;
draw[thick,->] (4,0,0) -- (6,0,0);
draw[thick,orange] plot[variable=x,smooth,domain=4:6] (x,0,f(x));
% should be xmax:6
endtikzpicture
enddocument
The purpose of this post is to define a style that draws a part of a sphere. More specifically, it will draw a segment in which the latitude and longitude are in a certain range. Drawing this segment is then as simple as saying
draw[thin,fill=white,fill opacity=0.6,
sphere segment=phi from 60 to 120 and theta from -10 to 50 and radius 4];
where phi and theta are the longitude and latitude parameters.
documentclass[tikz,border=3.14mm]standalone
usepackagetikz-3dplot
usetikzlibrary3d
begindocument
tdplotsetmaincoords7030
begintikzpicture[tdplot_main_coords,bullet/.style=fill,circle,inner
sep=1pt,sphere segment/.style args=%
phi from #1 to #2 and theta from #3 to #4 and radius #5insert path=%
plot[variable=x,smooth,domain=#2:#1]
(xyz spherical cs:radius=#5,longitude=x,latitude=#3)
-- plot[variable=x,smooth,domain=#3:#4]
(xyz spherical cs:radius=#5,longitude=#1,latitude=x)
--plot[variable=x,smooth,domain=#1:#2]
(xyz spherical cs:radius=#5,longitude=x,latitude=#4)
-- plot[variable=x,smooth,domain=#4:#3]
(xyz spherical cs:radius=#5,longitude=#2,latitude=x),
>=stealth,declare function=f(x)=exp(-2+0.5*x);]
draw[thick] (0,0,0) -- (4,0,0);
draw[thick,orange] plot[variable=x,smooth,domain=0:4] (x,0,f(x));
% note: this domain is an approximation, it should really be
% from 0 to xmax where xmax is the solution of x^2+f(x)^2=4^2
draw[thin,fill=white,fill opacity=0.6,
sphere segment=phi from 60 to 120 and theta from -10 to 50 and radius 4] ;
draw[thick,->] (4,0,0) -- (6,0,0);
draw[thick,orange] plot[variable=x,smooth,domain=4:6] (x,0,f(x));
% should be xmax:6
endtikzpicture
enddocument
edited 10 mins ago
answered 1 hour ago
marmotmarmot
113k5145274
113k5145274
Thanks for your answer @marmot, I should have just ask it with MWE in the first time, that wasn't intended to be the whole picture but more like what you just did, my bad...
– Yacola
51 mins ago
@Yacola No worries and glad to hear that this goes in the right direction.
– marmot
39 mins ago
One last question : can you give me a hint on how to do it with a part of a sphere instead of the plan?
– Yacola
32 mins ago
I think that I am looking for a parametric plot that will replace the plan by a surface corresponding to a part of a sphere which center is where black line and orange curve cross. I'll try to look at more general spherical plots.
– Yacola
21 mins ago
add a comment |
Thanks for your answer @marmot, I should have just ask it with MWE in the first time, that wasn't intended to be the whole picture but more like what you just did, my bad...
– Yacola
51 mins ago
@Yacola No worries and glad to hear that this goes in the right direction.
– marmot
39 mins ago
One last question : can you give me a hint on how to do it with a part of a sphere instead of the plan?
– Yacola
32 mins ago
I think that I am looking for a parametric plot that will replace the plan by a surface corresponding to a part of a sphere which center is where black line and orange curve cross. I'll try to look at more general spherical plots.
– Yacola
21 mins ago
Thanks for your answer @marmot, I should have just ask it with MWE in the first time, that wasn't intended to be the whole picture but more like what you just did, my bad...
– Yacola
51 mins ago
Thanks for your answer @marmot, I should have just ask it with MWE in the first time, that wasn't intended to be the whole picture but more like what you just did, my bad...
– Yacola
51 mins ago
@Yacola No worries and glad to hear that this goes in the right direction.
– marmot
39 mins ago
@Yacola No worries and glad to hear that this goes in the right direction.
– marmot
39 mins ago
One last question : can you give me a hint on how to do it with a part of a sphere instead of the plan?
– Yacola
32 mins ago
One last question : can you give me a hint on how to do it with a part of a sphere instead of the plan?
– Yacola
32 mins ago
I think that I am looking for a parametric plot that will replace the plan by a surface corresponding to a part of a sphere which center is where black line and orange curve cross. I'll try to look at more general spherical plots.
– Yacola
21 mins ago
I think that I am looking for a parametric plot that will replace the plan by a surface corresponding to a part of a sphere which center is where black line and orange curve cross. I'll try to look at more general spherical plots.
– Yacola
21 mins ago
add a comment |
Yacola is a new contributor. Be nice, and check out our Code of Conduct.
Yacola is a new contributor. Be nice, and check out our Code of Conduct.
Yacola is a new contributor. Be nice, and check out our Code of Conduct.
Yacola is a new contributor. Be nice, and check out our Code of Conduct.
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4
welcome to tex.se! to my opinion your question (as is) is to broad and type do-it-for-me, so it will probably will be closed .... please show us, what you try so far.
– Zarko
1 hour ago