- #1
Ishika_96_sparkles
- 57
- 22
- TL;DR Summary
- I tried to make a superimposed plot of a curve on a half sphere and need help with some graphics.
This is the code line that i used to generate the following graphs
I obtained the following output
and with a slight change in the background
Query:
I want to know if the visual of the general curve can be improved
and if one could put arrowheads along the Curve 1 in the anti-clockwise sense of rotation. What could be the procedure?
When I turn off the Mesh, the Curve 1 also vanishes. How could I keep the curve and put Mesh-> None at the same time?
Mathematica Code lines:
ParametricPlot3D[{{1 + Cos[t], Sin[t],
2*Sin[t/2]}, {2 *Cos[t]*Sin[\[Phi]], 2*Sin[t]*Sin[\[Phi]],
2*Cos[\[Phi]]}}, {t, 0, 2 \[Pi]}, {\[Phi], 0, \[Pi]/2},
PlotStyle -> {Directive[Green, Thickness[0.025]], Yellow},
PlotRange -> All, PlotLegends -> {"Curve 1", "Sphere"},
BoxRatios -> {2, 2, 1}, Axes -> False, Background -> Gray,
Boxed -> False, Mesh -> 10]
I obtained the following output
and with a slight change in the background
Query:
I want to know if the visual of the general curve can be improved
and if one could put arrowheads along the Curve 1 in the anti-clockwise sense of rotation. What could be the procedure?
When I turn off the Mesh, the Curve 1 also vanishes. How could I keep the curve and put Mesh-> None at the same time?