Carrier relaxation within a quantum well

  • #1
BPHH85
30
8
Hi

Carriers injected in the conduction band of a bulk semiconductor, either by optical or by electrical injection, are relaxing to the lowest free states near the band edge by transmitting their excess energy and momentum to phonons before they recombine with holes in the valence band. This is fine for me. However, I don't know if this is the same situation for a quantum well with its discrete subband structure. Regarding a single electron diffusing and scattering from the barriere states in the quantum well, how would the transfer path look like until the electron will occoupy a state in the lowest energy subband? Is there also a k-selection rule to consider for intersubband transitions?

Maybe I'm searching for the wrong key points, but so far a have not found a satisfying explaination for this process. I would be grateful if someone could explain the process for me.

Best regards
 
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  • #2
If continuous spetrum phonon for conduction band, I assume discrete spectrum phonon for quantum well.
 
  • #3
anuttarasammyak said:
If continuous spetrum phonon for conduction band, I assume discrete spectrum phonon for quantum well.
Thank you for your reply. Unfortunately I don't get the point and how it would answer my question. Can you work it out in more detail?
 
  • #4
Photons generetated by transfer of levels in conduction band have no minimum energy because of continuous energy spetre of electrons.
Photons generated by tansfer of levels in quantum well have discrete energy of
[tex]E_{ini}-E_{final}[/tex]
 
  • #5
anuttarasammyak said:
Photons generetated by transfer of levels in conduction band have no minimum energy because of continuous energy spetre of electrons.
Photons generated by tansfer of levels in quantum well have discrete energy of
[tex]E_{ini}-E_{final}[/tex]
Maybe we're talking past each other, but I get that point already.

My question is about how the relaxation process between subbands occurs until the electron gets from the barriers to the deepest energetic state in the QW? Might you want to suggest, that the relaxation between different subbands within the same band (either conduction or valence band) within a QW is based on photon emission?
 

1. What is carrier relaxation within a quantum well?

Carrier relaxation within a quantum well refers to the process by which excited electrons (carriers) within a confined region, known as a quantum well, return to their lower energy states. This process is important for understanding the behavior of semiconductor devices, such as lasers and transistors.

2. How does carrier relaxation occur within a quantum well?

Carrier relaxation within a quantum well occurs through a process known as phonon scattering, where the excited electrons interact with lattice vibrations (phonons) and lose energy. This energy loss allows the electrons to transition to lower energy states and relax within the quantum well.

3. What factors affect carrier relaxation within a quantum well?

The rate of carrier relaxation within a quantum well is influenced by various factors, including the size and shape of the quantum well, the material properties of the quantum well, and the temperature of the system. Additionally, the presence of impurities or defects within the quantum well can also affect carrier relaxation.

4. Why is carrier relaxation within a quantum well important?

Understanding carrier relaxation within a quantum well is crucial for designing and optimizing semiconductor devices. The rate of carrier relaxation can impact the performance and efficiency of devices, and it is also a key factor in determining the lifetime of carriers within the quantum well.

5. How is carrier relaxation within a quantum well measured?

Carrier relaxation within a quantum well can be measured through various techniques, such as time-resolved photoluminescence spectroscopy or pump-probe experiments. These methods involve exciting the carriers within the quantum well and then measuring the time it takes for them to relax back to their lower energy states.

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