User Portlet
| Discussions |
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| Hi, A syntax thing. `Dataset` takes a single argument. Your `Dataset` has two arguments (each an `Association` consisting of a list of `Associations`), followed by options. So wrap the two "main" `Associations` in a list to make a single... |
| Avoid the subscripts. The line below does not give the error: d = {{0, 0, 0, 0, d15, 0}, {0, 0, 0, d15, 0, 0}, {d13, d13, d33, 0, 0, 0}} |
| You can use [GeoElevationData][1] cityCoords // GeoPosition // GeoElevationData // QuantityMagnitude [1]: https://reference.wolfram.com/language/ref/GeoElevationData.html?q=GeoElevationData |
| ![enter image description here][1] **EDIT :** $R=-2 \sqrt{13}$ $\beta =-\tan ^{-1}\left(\frac{2}{3}\right)$ A negative ***R*** (radius) looks strange, but the expression is equal to: $$2 \sqrt{13} \sin \left(\tan... |
| Something for Wolfram to comment on |
| Thanks. I very seldom use W|A. The wording of my query was probably influenced by the fact that I am familiar with Mathematica. The rewriting ("transposition steps") can easily be made by hand once exp and log is understood. Nothing special,... |
| Combinations of 0 and 90 degrees will position the cylinder along the cube diagonals: s = 1; holeRadius = 0.18; c = Cylinder[{{-s, s, s}, {s, -s, -s}}, holeRadius]; Manipulate[ Graphics3D[{ Rotate[ ... |
| An example of applying rotation: cuboctas = Table[ Rotate[PolyhedronData["Cuboctahedron", "Polyhedron"], i Degree, {0, 0, 1}], {i, 0, 90, 15} ]; Manipulate[ Graphics3D[cuboctas[[angle]], Axes -> True,... |
| Alex, To get the weather stations closest to the poles the syntax is quite simple. Using {latitude, longitude} specifications for the pole: ###North pole In[1]:= northPoleStations = WeatherData[{{90, 0}, 2}] Out[1]=... |
| > The effect is not that bad in this case, it is just a gray thin line, > but I want to find a way to fix it, so the grid line extends from > exactly 0 to exactly 10. You can set `PlotRangePadding` to `None` in the X direction: ... |