Figure 1 represents a particle of total energy Etot bound in a finite potential well, with potential energy function Etot (x).
(see attachment for figure and question)
a) From figure 1 express Epot(x) as a function of x.
b) For the range of x covered by figure 1 sketch the wave function of the bound state of lowest energy; explain briefly the form taken by in the direction of region x.
c) A particle of mass m with energy Etot greater than W1 but less than W2 is projected from the right; give a short classical account of its subsequent motion, including expressions for speed.© BrainMass Inc. brainmass.com March 4, 2021, 6:00 pm ad1c9bdddf
The solution provides an expression for potential energy, A sketch and explanation of the wave function (for the bound state of lowest energy) is also provided. Finally, a classical account and step by step calculations for collision of the particles is given.