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Is there a way to have vectors outlined in a Vector Plot?
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$begingroup$
I am using the following code to make a 3D vector plot.
VectorPlot3D[{
x (1 - x) - x*y,
y (1 - y) + x*y - y*z,
z (1 - z) + y*z},
{x, 0, 1.2},
{y, 0, 1.2},
{z, 0, 1.2},
Axes -> True, AxesLabel -> {"x", "y", "z"},
VectorColorFunction -> "Rainbow",
VectorScale -> {0.05, 0.7, None}]
This makes a bunch of vectors, but the entire vector is colored. Is there a way I can use VectorStyle or another option to make each vector have a black outline, but have the inside of the area filled in with the appropriate color?
plotting
asked 1 hour ago
jeanquiltjeanquilt
1084
$endgroup$
add a comment |
$begingroup$
I am using the following code to make a 3D vector plot.
VectorPlot3D[{
x (1 - x) - x*y,
y (1 - y) + x*y - y*z,
z (1 - z) + y*z},
{x, 0, 1.2},
{y, 0, 1.2},
{z, 0, 1.2},
Axes -> True, AxesLabel -> {"x", "y", "z"},
VectorColorFunction -> "Rainbow",
VectorScale -> {0.05, 0.7, None}]
This makes a bunch of vectors, but the entire vector is colored. Is there a way I can use VectorStyle or another option to make each vector have a black outline, but have the inside of the area filled in with the appropriate color?
plotting
asked 1 hour ago
jeanquiltjeanquilt
1084
$endgroup$
add a comment |
$begingroup$
I am using the following code to make a 3D vector plot.
VectorPlot3D[{
x (1 - x) - x*y,
y (1 - y) + x*y - y*z,
z (1 - z) + y*z},
{x, 0, 1.2},
{y, 0, 1.2},
{z, 0, 1.2},
Axes -> True, AxesLabel -> {"x", "y", "z"},
VectorColorFunction -> "Rainbow",
VectorScale -> {0.05, 0.7, None}]
This makes a bunch of vectors, but the entire vector is colored. Is there a way I can use VectorStyle or another option to make each vector have a black outline, but have the inside of the area filled in with the appropriate color?
plotting
asked 1 hour ago
jeanquiltjeanquilt
1084
$endgroup$
I am using the following code to make a 3D vector plot.
VectorPlot3D[{
x (1 - x) - x*y,
y (1 - y) + x*y - y*z,
z (1 - z) + y*z},
{x, 0, 1.2},
{y, 0, 1.2},
{z, 0, 1.2},
Axes -> True, AxesLabel -> {"x", "y", "z"},
VectorColorFunction -> "Rainbow",
VectorScale -> {0.05, 0.7, None}]
This makes a bunch of vectors, but the entire vector is colored. Is there a way I can use VectorStyle or another option to make each vector have a black outline, but have the inside of the area filled in with the appropriate color?
plotting
plotting
asked 1 hour ago
jeanquiltjeanquilt
1084
asked 1 hour ago
jeanquiltjeanquilt
1084
asked 1 hour ago
jeanquiltjeanquilt
1084
asked 1 hour ago
jeanquiltjeanquilt
1084
asked 1 hour ago
jeanquiltjeanquilt
1084
1084
add a comment |
add a comment |
1 Answer
1
active
oldest
votes
$begingroup$
You can use Graphics to define any shape for drawing the vectors. Something like this:
VectorPlot3D[{x (1 - x) - x*y, y (1 - y) + x*y - y*z,
z (1 - z) + y*z}, {x, 0, 1.2}, {y, 0, 1.2}, {z, 0, 1.2},
Axes -> True, AxesLabel -> {"x", "y", "z"},
VectorColorFunction -> "Rainbow", VectorPoints -> 5, VectorScale -> {0.03, .7, None},
VectorStyle -> Graphics[{EdgeForm[Black], Rectangle[{-2, -.2}, {0, .2}],
Polygon[{{0, .5}, {Sqrt[3], 0}, {0, -.5}}]}]]
answered 33 mins ago
MelaGoMelaGo
3613
$endgroup$
$begingroup$
Thank you! This is exactly how I wanted the plot to look!
$endgroup$
– jeanquilt
7 mins ago
add a comment |
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1 Answer
1
active
oldest
votes
1 Answer
1
active
oldest
votes
active
oldest
votes
active
oldest
votes
$begingroup$
You can use Graphics to define any shape for drawing the vectors. Something like this:
VectorPlot3D[{x (1 - x) - x*y, y (1 - y) + x*y - y*z,
z (1 - z) + y*z}, {x, 0, 1.2}, {y, 0, 1.2}, {z, 0, 1.2},
Axes -> True, AxesLabel -> {"x", "y", "z"},
VectorColorFunction -> "Rainbow", VectorPoints -> 5, VectorScale -> {0.03, .7, None},
VectorStyle -> Graphics[{EdgeForm[Black], Rectangle[{-2, -.2}, {0, .2}],
Polygon[{{0, .5}, {Sqrt[3], 0}, {0, -.5}}]}]]
answered 33 mins ago
MelaGoMelaGo
3613
$endgroup$
$begingroup$
Thank you! This is exactly how I wanted the plot to look!
$endgroup$
– jeanquilt
7 mins ago
add a comment |
$begingroup$
You can use Graphics to define any shape for drawing the vectors. Something like this:
VectorPlot3D[{x (1 - x) - x*y, y (1 - y) + x*y - y*z,
z (1 - z) + y*z}, {x, 0, 1.2}, {y, 0, 1.2}, {z, 0, 1.2},
Axes -> True, AxesLabel -> {"x", "y", "z"},
VectorColorFunction -> "Rainbow", VectorPoints -> 5, VectorScale -> {0.03, .7, None},
VectorStyle -> Graphics[{EdgeForm[Black], Rectangle[{-2, -.2}, {0, .2}],
Polygon[{{0, .5}, {Sqrt[3], 0}, {0, -.5}}]}]]
answered 33 mins ago
MelaGoMelaGo
3613
$endgroup$
$begingroup$
Thank you! This is exactly how I wanted the plot to look!
$endgroup$
– jeanquilt
7 mins ago
add a comment |
$begingroup$
You can use Graphics to define any shape for drawing the vectors. Something like this:
VectorPlot3D[{x (1 - x) - x*y, y (1 - y) + x*y - y*z,
z (1 - z) + y*z}, {x, 0, 1.2}, {y, 0, 1.2}, {z, 0, 1.2},
Axes -> True, AxesLabel -> {"x", "y", "z"},
VectorColorFunction -> "Rainbow", VectorPoints -> 5, VectorScale -> {0.03, .7, None},
VectorStyle -> Graphics[{EdgeForm[Black], Rectangle[{-2, -.2}, {0, .2}],
Polygon[{{0, .5}, {Sqrt[3], 0}, {0, -.5}}]}]]
answered 33 mins ago
MelaGoMelaGo
3613
$endgroup$
You can use Graphics to define any shape for drawing the vectors. Something like this:
VectorPlot3D[{x (1 - x) - x*y, y (1 - y) + x*y - y*z,
z (1 - z) + y*z}, {x, 0, 1.2}, {y, 0, 1.2}, {z, 0, 1.2},
Axes -> True, AxesLabel -> {"x", "y", "z"},
VectorColorFunction -> "Rainbow", VectorPoints -> 5, VectorScale -> {0.03, .7, None},
VectorStyle -> Graphics[{EdgeForm[Black], Rectangle[{-2, -.2}, {0, .2}],
Polygon[{{0, .5}, {Sqrt[3], 0}, {0, -.5}}]}]]
answered 33 mins ago
MelaGoMelaGo
3613
answered 33 mins ago
MelaGoMelaGo
3613
answered 33 mins ago
MelaGoMelaGo
3613
answered 33 mins ago
MelaGoMelaGo
3613
3613
$begingroup$
Thank you! This is exactly how I wanted the plot to look!
$endgroup$
– jeanquilt
7 mins ago
add a comment |
$begingroup$
Thank you! This is exactly how I wanted the plot to look!
$endgroup$
– jeanquilt
7 mins ago
$begingroup$
Thank you! This is exactly how I wanted the plot to look!
$endgroup$
– jeanquilt
7 mins ago
$begingroup$
Thank you! This is exactly how I wanted the plot to look!
$endgroup$
– jeanquilt
7 mins ago
add a comment |
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