P7E.12 Calculate the values of (x³), and (x*), for a harmonic oscillator by using the properties of the Hermite polynomials given in Table 7E.1; follow the approach used in the text.
P7E.12 Calculate the values of (x³), and (x*), for a harmonic oscillator by using the properties of the Hermite polynomials given in Table 7E.1; follow the approach used in the text.
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B
₁(x) = N₂e-¹/2 =N₁e²12a²
Table 7E.1 The Hermite polynomials
V
0
1
2
3
4
5
6
H₂(y)
1
2y
4y²-2
8y-12y
Q
24%
Ground-state
wavefunction
16y 48y +12
32y-160y +120y
64-480y +720-120
6-730
PADRE
Q Search
O X
B
IMG_3394.jpg
O
so obtain the resunt quoted in
P7E-12 Calculate the values of (x³), and (x^), for a harmonic oscillator by
using the properties of the Hermite polynomials given in Table 7E.1; follow
the approach used in the text.
Q31%
i Example 7F 3 to calculate the probability
NIT
24
PO
6:33 PM
2/12/2024
D"
Transcribed Image Text:"
B
₁(x) = N₂e-¹/2 =N₁e²12a²
Table 7E.1 The Hermite polynomials
V
0
1
2
3
4
5
6
H₂(y)
1
2y
4y²-2
8y-12y
Q
24%
Ground-state
wavefunction
16y 48y +12
32y-160y +120y
64-480y +720-120
6-730
PADRE
Q Search
O X
B
IMG_3394.jpg
O
so obtain the resunt quoted in
P7E-12 Calculate the values of (x³), and (x^), for a harmonic oscillator by
using the properties of the Hermite polynomials given in Table 7E.1; follow
the approach used in the text.
Q31%
i Example 7F 3 to calculate the probability
NIT
24
PO
6:33 PM
2/12/2024
D
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