A muon is in a one-dimensional square potential well. The muon is in the n = 3 state. The potential energy at the bottom
Posted: Wed Jun 08, 2022 12:59 pm
A muon is in a one-dimensional square potential well. The muon
is in the n = 3 state. The potential energy at the bottom of the
well is zero and the walls are separated by 2.00 × 10−8 m. (i)
Suppose that the potential energy at the top of the well is finite
but higher than the total energy of the muon.
ii)Sketch the wavefunction of the muon. Label the positions of
the walls of the potential well on your sketch.
iii)For the same situation as in part (ii), now sketch the
probability of detecting the muon at a given position.
is in the n = 3 state. The potential energy at the bottom of the
well is zero and the walls are separated by 2.00 × 10−8 m. (i)
Suppose that the potential energy at the top of the well is finite
but higher than the total energy of the muon.
ii)Sketch the wavefunction of the muon. Label the positions of
the walls of the potential well on your sketch.
iii)For the same situation as in part (ii), now sketch the
probability of detecting the muon at a given position.