- #1
DharmaBum
- 2
- 0
I want to evolve a 1 dimensional wavefunction forward in time. It is an eigenstate of the Hamiltonian, so its time dependence is e^(-i * w * t). Is there a way to graph it on the x-axis and animate it to show how it rotates through the real and complex planes?
This is how I have tried it; it doesn't work.
Plot3D[ψ[x, 100, .1, 1, t], {x, 0, 100}, {t, 0, 600}, AxesLabel -> {"
Real", "x", "\[ImaginaryI]"}]
This is how I have tried it; it doesn't work.
Plot3D[ψ[x, 100, .1, 1, t], {x, 0, 100}, {t, 0, 600}, AxesLabel -> {"
Real", "x", "\[ImaginaryI]"}]