direct semiconductor
Radiation quantum must have at least the energy of the band gap
Only the energy of the radiation quantum is necessary for charge separation
indirect semiconductor
in addition to the energy gap, there
is also an impulse gap.
To generate the electron-hole pair,
a three-body impact must occur:
1. Photon
2. Phonon
3. Charge carrier
Phonons are the energy quanta of
the lattice vibration.
Probability much smaller
direct vs indirect semiconductors
Direct semiconductors have a
significantly higher absorption rate
than indirect semiconductors.
Therefore, much less material can
be used.
Thin film solar cells are always
direct semiconductors.
Air Mass
The path length of the light through the atmosphere weakens it and changes the spectral composition (blue sky at noon, morning or evening red)
AM0 is outside of the atmosphere
AM1 with vertical passage through the atmosphere
AM1.5 is standard spectrum for solar cell measurement
maximum laboratory efficiencies of various PV technologies
Future solar cells will be characterized by low manufacturing costs, not by a large efficiency improvement.
From Silicon to Solar Modules – Steps of manufacturing
Monocrystalline vs. polycrystalline
Monocrystalline silicon (mono-Si)
Homogeneous crystal structure
Efficiency ~ 20-23%
Energy-intensive and expensive production
Polycrystalline silicon (poly-Si)
No uniform crystal direction, but different alignment
Efficiency ~ 15-20%
Lower energy demand for production
30 years lifetime, maybe longer
Module production
cell test
glass cleaning
foil cut
cell soldering
cross soldering
inspection
lamination
Final inspection of the laminates
final assembly
high-voltage test
performance test
quality control
encampments
fill factor
solid material types
Metal: Fermi level in the middle
between valence and conduction band;
overlapping of valence and conduction
band
Insulators: Fully occupied valence band
and a large energy gap to the
conduction band; thermally excited
electrons cannot overcome it at room
temperature
Semiconductors: Fully occupied
valence band and a smaller band gap
p-doped and n-doped semiconductors
p-doped
The Fermi level is closer to the valence band
Having an excess of free holes
n-doped
The Fermi level is closer to the conduction band
Having an excess of free electrons
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