I'm trying to rotate a 3D plot for a complex polynomial along its perpendicular axis but its giving me an error. I'm using the inbuilt function RevolutionPlot3D. Please advise me the correction.
Thanks a lot for your valuable advice Sir.
Start with a 3D plot, for example
Graphics3D[Cube[]]
Rotate at your will the image with the mouse. Copy the image into the clipboard. Then you can adjust the vertical direction this way:
Show[(*paste here the image to be adjusted*), ViewVertical -> {0, 0, 1}]
Yes, I know. But rotating image using mouse may not result perpendicular rotation very exactly. Hence looking to do it using code.
You are aware that you can rotate the 3D plot interactively with the mouse, right?
rotationAxis = {0, 0, 1}; startingPointOfView = {2, 2, 1}; Manipulate[Plot3D[xi + k, {xi, 0.1, 1}, {k, 0.1, 1}, ViewPoint -> RotationTransform[t, rotationAxis][startingPointOfView], SphericalRegion -> True], {t, 0, 2 Pi}]
Thanks a lot. But how to have the rotation along different axis without animation?
Something like this?
Animate[Plot3D[Re[x], {xi, 0.1, 1}, {k, 0.1, 1}, ViewPoint -> {Cos[t], Sin[t], 1}, SphericalRegion -> True], {t, 0, 2 Pi}]
