P1) a) Using Numerov method (in an excel sheet), solve Schrodinger's equation for a particle in an infinite box; -ħ² d² 2h² + 2m dx² ma²4 = Exp. where →0 at x = 0 and at x = 5 units. b) find the reduced energies E, for the first four levels. c) draw the reduced wavefunction , for the fourth level.
P1) a) Using Numerov method (in an excel sheet), solve Schrodinger's equation for a particle in an infinite box; -ħ² d² 2h² + 2m dx² ma²4 = Exp. where →0 at x = 0 and at x = 5 units. b) find the reduced energies E, for the first four levels. c) draw the reduced wavefunction , for the fourth level.
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Transcribed Image Text:P1) a) Using Numerov method (in an excel sheet), solve Schrodinger's equation for a
particle in an infinite box;
2m dx? maž4 = Ep.
where 0 at x = 0 and at x = 5 units.
b) find the reduced energies E, for the first four levels.
c) draw the reduced wavefunction 4, for the fourth level.
00
V(x)
ma?
- 8
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