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various finger heights for two different finger widths of 60µm (Figure 7a,b) and
100µm(Figure7c,d). Acomparisonbetweenascribingwidthof150µm(Figure7a,c)
and350µm(Figure7b,d)arealsodisplayed.
6
A grid finger height of 10 μm could be hard to accomplish for printed lines and the data also
indicate the impact of lower finger heights on the cell efficiency and the optimal cell length. On the
other hand, the conductivity of the finger material used for this calculation is only 1/5 of the bulk
conductivity
of copper. Hence, finger material improvement can
further increase the efficiency [25].
At present, a finger width of 20 μm is not compatible with large area printing technology.
For
this
reason,
wider
fingers
were
also
used
for
the
calculations
to
assess
the
impact
of
finger
width.
Figure 7 shows the efficiency for cell lengths up to 20 mm, various finger heights for two different
finger widths of 60 μm (Figure 7a,b) and 100 μm (Figure 7c,d). A comparison between a scribing
width of 150
μm (Figure
7a,c nd
350
μm (Figure
7b,d)
are
also displayed.
Figure 7. Efficiency of solar panels as a function of the individual cell length for different grid finger
heights (HF, in μm) for a scribe width of 150 μm (a,c) and 350 μm (b,d). The finger width is 60 μm
(a,b) and 100 μm (c,d).
The data are based
on a Voc of 0.7 V.
Using a wider finger width than 20 μm decreases the efficiency benefit over the TCO only case.
Nevertheless, for the presently available scribing width of 350 μm, the impact is still considerable
and worth the additional manufacturing step. However, reducing the scribe width to 150 μm
reduces the benefit of metallic grids.
Figure 7. Efficiency of solar panels as a function of the individual cell length for
different grid finger heights (HF, inµm) for a scribe width of 150µm (a,c) and
350µm (b,d). The finger width is 60µm (a,b) and 100µm (c,d). The data are based
onaVocof0.7V.
Using a wider finger w th than 20µm decreases the efficiency benefit over the
TCOonlycase. Nevertheless, forthepresentlyavailablescribingwidthof350µm,the
impact is still considerableandworth theadditionalmanufacturingstep. However,
reducingthescribewidthto150µmreduces thebenefitofmetallicgrids.
2.4. Effect ofContactResistance
Oneofthetopicsinthinfilmsolarcellsistheeffectofcontactresistance,although
it isseldommentioned[26,27]. TheMo/CIGSspecificcontactresistancewasreported
to be in the order of 0.08Ohmcm2 [28]. However, the specific contact resistance
between TCO and Mo was found to be three orders of magnitude lower, in the range
of 10´5Ω cm2 [29]. From the specific contact resistance (RSCR), the contribution
of the contact resistance to the overall resistance in the cell can be estimated. We
calculatedthecontact resistance fora1 cm2 cell. This wasdonefordifferent widths
of overlap between the TCO and the Mo, as shown in the TCO/Mo contact width in
Figure8a. Fora1cm2 solarcell, typical total series resistancesarebetween1and2
ohm. For two specific contact resistances (Rscr), the contact resistance was calculated
121
Photovoltaic Materials and Electronic Devices
- Titel
- Photovoltaic Materials and Electronic Devices
- Autor
- Joshua M. Pearce
- Herausgeber
- MDPI
- Ort
- Basel
- Datum
- 2016
- Sprache
- englisch
- Lizenz
- CC BY-NC-ND 4.0
- ISBN
- 978-3-03842-217-4
- Abmessungen
- 17.0 x 24.4 cm
- Seiten
- 216
- Schlagwörter
- Perovskite, Plasmonics, Nanostructured Materials, Anti-Reflection Coatings, Transparent Conductive Oxides, Amorphous Silicon, Dye-sensitized Solar Cells (DSSCs) Materials, Organic Photovoltaic Materials, Solar Energy Materials
- Kategorien
- Naturwissenschaften Physik
- Technik