Instead of x = 0 to a , assume that the limits on the 1 -D box were x = + ( a / 2 ) to − ( a / 2 ) . Derive acceptable wavefunction for this particle-in-a-box. (You may have to consult an integral table to determine the normalization constant.) What are the quantized energies for the particle?
Instead of x = 0 to a , assume that the limits on the 1 -D box were x = + ( a / 2 ) to − ( a / 2 ) . Derive acceptable wavefunction for this particle-in-a-box. (You may have to consult an integral table to determine the normalization constant.) What are the quantized energies for the particle?
Solution Summary: The author explains that the acceptable wavefunction for the given particle-in-a-box is to be derived, and the quantized energy of the particle is calculated.
Instead of
x
=
0
to
a
, assume that the limits on the
1
-D
box were
x
=
+
(
a
/
2
)
to
−
(
a
/
2
)
. Derive acceptable wavefunction for this particle-in-a-box. (You may have to consult an integral table to determine the normalization constant.) What are the quantized energies for the particle?
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