Consider a one dimensional atom trap with an ideal harmonic oscillator potential with the zero-point energy of 4 eV. Assume the temperature of zero Kelvin, 8 atoms in the trap and that interactions between atoms in the trap are negligible. Calculate the total energy of atoms in the trap if atoms have spin 0. atoms have spin 1/2. atoms have spin 1. atoms have spin 3/2.
Consider a one dimensional atom trap with an ideal harmonic oscillator potential with the zero-point energy of 4 eV. Assume the temperature of zero Kelvin, 8 atoms in the trap and that interactions between atoms in the trap are negligible. Calculate the total energy of atoms in the trap if atoms have spin 0. atoms have spin 1/2. atoms have spin 1. atoms have spin 3/2.
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Chapter7: Quantum Mechanics
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![Consider a one dimensional atom trap with an ideal harmonic oscillator
potential with the zero-point energy of 4 eV. Assume the temperature of
zero Kelvin, 8 atoms in the trap and that interactions between atoms in
the trap are negligible. Calculate the total energy of atoms in the trap if
0 atoms have spin 0.
O atoms have spin 1/2.
3.
atoms have spin 1.
atoms have spin 3/2.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F2a88bdf1-d7c2-470f-b1d1-3582f05c04db%2F1cbbf088-f871-406b-a4d9-498af6ab1910%2Fkgu9mcd_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Consider a one dimensional atom trap with an ideal harmonic oscillator
potential with the zero-point energy of 4 eV. Assume the temperature of
zero Kelvin, 8 atoms in the trap and that interactions between atoms in
the trap are negligible. Calculate the total energy of atoms in the trap if
0 atoms have spin 0.
O atoms have spin 1/2.
3.
atoms have spin 1.
atoms have spin 3/2.
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