35. Special Relativity
Inertial Reference Frames
35. Special Relativity Inertial Reference Frames
27PRACTICE PROBLEM
Consider the potential-energy function U(x) of a particle, as illustrated in the figure. By solving the Schrödinger equation, it is determined that two quantum states have energies of E4 = 1.2 eV (for n = 4) and E 7 = 2.8 eV (for n = 7). Redraw the figure to include the graph's energy lines representing these n=4 and n=7 states.
Consider the potential-energy function U(x) of a particle, as illustrated in the figure. By solving the Schrödinger equation, it is determined that two quantum states have energies of E4 = 1.2 eV (for n = 4) and E 7 = 2.8 eV (for n = 7). Redraw the figure to include the graph's energy lines representing these n=4 and n=7 states.