6 الدول rom his ng of The number N of atoms in a particulation State is called the population of the state. This number depends on the the state and the rempreture. In thermal equilibrium the energy Popular jon of atoms in a state of energy En is given by Boltzmann distribution N= Nge (En-ty)/Kot where I is the absolute tempreture and Ng is the population of the ground state, of Energy Ey. Find the equilibrium ratio of the populations, of the State E and E₂ Shown in the figure : Ez E. 7=632.8mm
6 الدول rom his ng of The number N of atoms in a particulation State is called the population of the state. This number depends on the the state and the rempreture. In thermal equilibrium the energy Popular jon of atoms in a state of energy En is given by Boltzmann distribution N= Nge (En-ty)/Kot where I is the absolute tempreture and Ng is the population of the ground state, of Energy Ey. Find the equilibrium ratio of the populations, of the State E and E₂ Shown in the figure : Ez E. 7=632.8mm
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![6
of
rom
no
This
ng
of
The number N of aroms in a particulation state is called the
population of the state. This number depends on the
the state and the tempreture. In thermal equilibrium the
, energy
Popular jon of atoms in a state of energy En is given by Boltzmann
distribution N= Nge (En-Es)/Kot where I is the absolute
tempreture and
Ng is the population of the ground state,
of Energy Ey. Find the equilibrium ratio of the populations,
of the State E and E₂ Shown in the figure :
Ez
E.
7=632.8mm](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F87fa0d63-3b0e-4b0f-91ed-a17bca792fcf%2F29570b60-4d1c-40e9-81aa-941236b2093e%2F27o6rt_processed.jpeg&w=3840&q=75)
Transcribed Image Text:6
of
rom
no
This
ng
of
The number N of aroms in a particulation state is called the
population of the state. This number depends on the
the state and the tempreture. In thermal equilibrium the
, energy
Popular jon of atoms in a state of energy En is given by Boltzmann
distribution N= Nge (En-Es)/Kot where I is the absolute
tempreture and
Ng is the population of the ground state,
of Energy Ey. Find the equilibrium ratio of the populations,
of the State E and E₂ Shown in the figure :
Ez
E.
7=632.8mm
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