mate s 7.47 Do Problem 7.46, (x)= t(x), with the starting and '(0) 1. SECTION 7.9 (The Simple Harmonic Oscillator) 7.48 Show that the length parameter b defined for the SHO in Eq. (7.99) is equal to the value of xr at the classical turning point for a particle with the energy of the quantum ground state. 7.49 Verify that the n 0 wave function for the SHO, given in Table 7.1, satisfies the Schrödinger equation with E ha. (The potential-energy function is U }kx2) The ground state of a hat its
mate s 7.47 Do Problem 7.46, (x)= t(x), with the starting and '(0) 1. SECTION 7.9 (The Simple Harmonic Oscillator) 7.48 Show that the length parameter b defined for the SHO in Eq. (7.99) is equal to the value of xr at the classical turning point for a particle with the energy of the quantum ground state. 7.49 Verify that the n 0 wave function for the SHO, given in Table 7.1, satisfies the Schrödinger equation with E ha. (The potential-energy function is U }kx2) The ground state of a hat its
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How is it that I can have b=x in problem 7.48?
![mate s
7.47 Do Problem 7.46,
(x)= t(x), with the starting
and '(0) 1.
SECTION 7.9 (The Simple Harmonic Oscillator)
7.48 Show that the length parameter b defined for the
SHO in Eq. (7.99) is equal to the value of xr at the
classical turning point for a particle with the energy
of the quantum ground state.
7.49 Verify that the n 0 wave function for the SHO,
given in Table 7.1, satisfies the Schrödinger equation
with E ha. (The potential-energy function is
U }kx2)
The ground state of a
hat its](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F81ed2a7d-ef58-4ac0-a29f-af1e2992bb8e%2F2d36eefe-395c-4d4a-bb32-5fb6adac84dc%2Fmu8jspm.jpeg&w=3840&q=75)
Transcribed Image Text:mate s
7.47 Do Problem 7.46,
(x)= t(x), with the starting
and '(0) 1.
SECTION 7.9 (The Simple Harmonic Oscillator)
7.48 Show that the length parameter b defined for the
SHO in Eq. (7.99) is equal to the value of xr at the
classical turning point for a particle with the energy
of the quantum ground state.
7.49 Verify that the n 0 wave function for the SHO,
given in Table 7.1, satisfies the Schrödinger equation
with E ha. (The potential-energy function is
U }kx2)
The ground state of a
hat its
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