Molecular beam epitaxial growth of III-V semiconductor ... - KOBRA
Molecular beam epitaxial growth of III-V semiconductor ... - KOBRA
Molecular beam epitaxial growth of III-V semiconductor ... - KOBRA
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3.2 The Concept <strong>of</strong> Epitaxy<br />
In many case S c is less than unity and it may be a small fraction in cases when<br />
the adsorption energy <strong>of</strong> atoms on the substrate is low, or the substrate temperature<br />
is high. Assuming α is unity, all the arriving atoms are accommodated on<br />
the substrate surface and achieve thermodynamics equilibrium. This does not<br />
mean, that they will stay there permanently. They still have a nite probability<br />
related to the substrate temperature <strong>of</strong> acquiring sucient energy to overcome<br />
the attractive forces and leave the substrate [33]. If aggregation <strong>of</strong> adatoms, does<br />
not occur, all the adatoms will eventually be re-evaporated. Thus, the S c can be<br />
almost zero even when α is unity.<br />
There are two main types <strong>of</strong> adsorption that can occur during MBE. The rst<br />
is physical adsorption, which refers to the case where there is no electron transfer<br />
between adsorbate and adsorbent by forming a van der Waal's bond with a surface<br />
atom "physisorption". The second is is resulted by forming a covalent or ionic<br />
bond with a surface atom, which refers to the case when electron transfer, i.e.,<br />
chemical reaction, take places between adsorbate and adsorbent "chemisorption"<br />
[33]. The molecules stick to the surface via weak physisorption, which enables<br />
the migration. As the physisorbed state is only a precursor state, there is no way<br />
back from the chemisorbed state to the much weaker physisorbed state or even<br />
re-evaporation into the reactor vacuum. The rate at which adatoms adsorbed to<br />
the surface can be described by an exponential law (Eq. 3.3):<br />
R ads ∝ ν a<br />
exp −E ads<br />
K B T<br />
(3.3)<br />
Where ν a is the adsorption frequency, E ads describes the necessary energy to<br />
overcome the electrostatics potential, K B is Boltzmann constant and T is the<br />
substrate temperature [33]. However, most substrates have complicated reconstructions<br />
and the bonding is highly directional. Therefore, the probability <strong>of</strong><br />
adsorption to some sites is higher than other. Assuming defect-free surfaces, a<br />
number <strong>of</strong> theoretical and experimental works has been carried out to nd the<br />
most stable adsorption sites. Adsorbed atoms may diuse from one site to another<br />
via thermally activated hopping , which can be expressed by Eq. 3.4:<br />
D ∝ a 2 K s ∝ a 2 exp −E d<br />
K B T<br />
(3.4)<br />
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