What’s the meaning of decay rate in optical Bloch equations?

In summary, the decay rate (Γ or γ) is a parameter in the optical Bloch equations or the equation of motion for the atomic probability amplitude. It represents the rate of spontaneous radiative decay between two energy levels and can be affected by conditions such as temperature and pressure. The NIST Atomic Spectral Database can provide specific information on the decay rate for energy levels in 85Rubidium.
  • #1
hongqiaozhang
9
0
TL;DR Summary
there is a parameter called decay rate(Γ or γ)in the optcial bloch equation or the equation of motion for the atomic probability amplitude.what‘s the meaning of it?
i have some questions about decay rate.
1:why do we need decay rate in these equations?
2:is it a constant for a specific medium?
3:it can be changed with respect to some conditions like temprature or pressure?
4:how can i know the decay rate of some energy levels in 85Rubidium
 
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  • #2
hongqiaozhang said:
TL;DR Summary: there is a parameter called decay rate(Γ or γ)in the optcial bloch equation or the equation of motion for the atomic probability amplitude.what‘s the meaning of it?

i have some questions about decay rate.
1:why do we need decay rate in these equations?
2:is it a constant for a specific medium?
3:it can be changed with respect to some conditions like temprature or pressure?
4:how can i know the decay rate of some energy levels in 85Rubidium
##\gamma## describes spontaneous radiative decay between the two energy levels.

For quite detailed quantitative information on atoms, consult NIST Atomic Spectral Database.
 

What is the decay rate in optical Bloch equations?

The decay rate in optical Bloch equations is a measure of how quickly the excited state of an atom or molecule returns to its ground state. It is a key parameter in understanding the dynamics of these systems.

What factors affect the decay rate in optical Bloch equations?

The decay rate in optical Bloch equations is affected by several factors, including the energy of the excited state, the strength of the interaction between the atom or molecule and its environment, and the temperature of the system.

How is the decay rate calculated in optical Bloch equations?

The decay rate in optical Bloch equations is typically calculated using the Fermi's golden rule, which takes into account the energy levels and transition probabilities of the system. Other methods, such as the master equation, can also be used to calculate the decay rate.

What is the significance of the decay rate in optical Bloch equations?

The decay rate in optical Bloch equations is important because it determines the lifetime of the excited state, which in turn affects the overall behavior and properties of the system. It also provides insights into the relaxation processes and energy dissipation mechanisms in these systems.

How does the decay rate in optical Bloch equations relate to other parameters?

The decay rate in optical Bloch equations is closely related to other parameters, such as the spontaneous emission rate and the linewidth of the spectral lines. It is also related to the coherence time of the system, which is a measure of how long the system can maintain its quantum state without decoherence.

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