11 votes
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How can I remove markers with numbers 2, 5, 7?

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  • 349k
9 votes
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How to add color BarLegend here?

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  • 60.2k
7 votes
Accepted

How to make these callout labels not overlap

The question may seem a Convex quadratic minimization with linear constraints: $$\begin{align}\mathrm{minimize}&\; \sum_\limits{i=1}^n{(x_i-a_i)^2}\\\mathrm{subject\;to}&\; x_{i+1}-x_i>h,\;...
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  • 336
7 votes

Finding "middle curve" inside region

We can approximate the medial axis with the interior edges of the mesh coordinate's Voronoi diagram. Sort of similar to the answer here, but in 2D. ...
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7 votes
Accepted

Copy value of Tooltip from AnatomyPlot3D

You can do post processing on the anatomy plot with something like ...
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  • 63.2k
7 votes

How do I plot the Lorenz attractor inside an ellipsoid?

Unless I've done something wrong, it does not appear that the trajectories stay inside the given ellipsoid. The given ellipsoid can be rewritten as $$ \frac{P}{b} x^2 + \frac{1}{b} y^2 + \left( z - \...
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6 votes

How can I move these numbers to the right side of the y axis?

Clear["Global`*"] Assuming that your objection to Frame is just to avoid frames to the left and above: ...
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  • 120k
6 votes
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ContourPlot U^2+W^2=V^2 -> V(U), where U, V solutions of equation from special functions

Use ContourPlot3D for U^2+W^2==V^2 and f[U,V] as ...
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  • 32.7k
5 votes
Accepted

How to plot two functions?

Try ParametricPlot ...
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5 votes

How to plot two functions?

You can use With to give a local value for y and ParametricPlot for the plot. ...
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  • 29.3k
5 votes

The fitting curve cannot be found correctly

Clear["Global`*"] Using NMinimize as shown by cvgmt, you can get good initial estimates for ...
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  • 120k
4 votes

An issue in ListDensityPlot

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  • 120k
4 votes

How can I move these numbers to the right side of the y axis?

Applying Mr.Wizard's method from here ...
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  • 29.4k
4 votes
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Can BarLegend Tricks be set according to the function?

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4 votes

Finding "middle curve" inside region

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  • 13.5k
4 votes

Ploting solution to a differential equation with different parameters

Something to get you started,. You can use Manipulate ...
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  • 109k
4 votes
Accepted

delete of some special points

Try ...
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3 votes

How can I plot only legend of this?

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  • 32.7k
3 votes
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Separate ContourPlot3D generated planes

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  • 13.8k
3 votes

The fitting curve cannot be found correctly

It's not just about the numbers but how the numbers were collected. It appears that the OP has digitized Figure 4b in the article mentioned. (I get different values when I digitize that figure but I'...
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  • 34.1k
3 votes
Accepted

The fitting curve cannot be found correctly

One way is directly using NMinimize. ...
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  • 32.7k
3 votes
Accepted

Combining a ContourPlot3d and parametric plot 3d

In addition to the typo P1 vs. p1, you're missing a comma in the PlotRange for the axes1 plot. Also note that Show uses the plot range of the first plot, in this case p1. So if you want to show the ...
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  • 1,180
2 votes

How can I remove plot markers at some desired points?

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  • 349k
2 votes

Add barlegend colored by area of circle

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  • 32.7k
2 votes

How to make these callout labels not overlap

In fact I think avoiding overlap is a function that the Callout itself needs to implement. I have make workaround: ...
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  • 23.7k
1 vote
Accepted

Additional lines in the plotting graph

Your equations have more solutions than the two you are apparently interested in: l = NSolve[T[r] == 0, r]; Length[l] (* Out: 5 *) (In passing, note that ...
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  • 60.2k
1 vote

Defining Dirichlet Boundary Conditions on an Imported 3D Object with Apertures in it

.obj file with new geometry: https://www.dropbox.com/s/dds8rm3odg2m7gu/largeAp.obj?dl=0 Here is link to images of fields as well since I can't seem to embed the images properly: https://imgur.com/a/...
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  • 23
1 vote
Accepted

Defining Dirichlet Boundary Conditions on an Imported 3D Object with Apertures in it

We don't need define potential in holes, we can use ...
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  • 34.1k
1 vote

How to use Callout for joined points line

One possible implementation could be: ...
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  • 16.2k
1 vote
Accepted

Issue with using complexplot with Nearest

Clear[ne] ne[z_?NumericQ] := Nearest[{I, -2 + I, 3 - 2 I}, z][[1]] ComplexPlot[ne[z], {z, -2 - 2 I, 2 + 2 I}]
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