2020
DOI: 10.1002/pip.3369
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Ultra‐efficient intrinsic‐vertical‐tunnel‐junction structures for next‐generation concentrator solar cells

Abstract: The efficiency of solar cells can be enhanced by increasing the light intensity and/or the number of bandgaps of the structure. However, current solar cells cannot fully exploit these two factors because of various critical drawbacks. Here, we show a novel microscale, that is, side ≈ 0.5 mm, vertical solar cell structure that does not suffer the series resistance and bandgap limitations issues of current devices. The preliminary structures investigated show extreme efficiencies, >40%, at ultrahigh concentratio… Show more

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Cited by 11 publications
(10 citation statements)
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References 44 publications
(107 reference statements)
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“…Finally, Figure 8 (d) shows the efficiency (η) as a function of C ratio for all temperatures under consideration. As is evident, η tends to grow linearly with C ratio and is not limited by the R S losses, in contrast to the standard MJ concentrator cells, which present efficiencies peaking at concentrations of approximately 500 suns [22,58]. η varies from 30.88 to 32.30 % at 298 K, and from 23.80 to 25.75 % at 423 K. This can be explained by the following known expression: in combination with Equations ( 20) and (22), which leads to the following relationship:…”
Section: 𝜕Tmentioning
confidence: 93%
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“…Finally, Figure 8 (d) shows the efficiency (η) as a function of C ratio for all temperatures under consideration. As is evident, η tends to grow linearly with C ratio and is not limited by the R S losses, in contrast to the standard MJ concentrator cells, which present efficiencies peaking at concentrations of approximately 500 suns [22,58]. η varies from 30.88 to 32.30 % at 298 K, and from 23.80 to 25.75 % at 423 K. This can be explained by the following known expression: in combination with Equations ( 20) and (22), which leads to the following relationship:…”
Section: 𝜕Tmentioning
confidence: 93%
“…Finally, Figure 8 (d) shows the efficiency ( η ) as a function of C ratio for all temperatures under consideration. As is evident, η tends to grow linearly with C ratio and is not limited by the R S losses, in contrast to the standard MJ concentrator cells, which present efficiencies peaking at concentrations of approximately 500 suns [22, 58]. η varies from 30.88 to 32.30 % at 298 K, and from 23.80 to 25.75 % at 423 K. This can be explained by the following known expression: ηbadbreak=PmaxAill·1000·Cratiogoodbreak=VOC·ISC·FFAill·1000·Cratio\begin{equation} \eta = \frac{{{P_{\max }}}}{{{A_{{\rm{ill}}}}\cdot 1000\cdot{C_{{\rm{ratio}}}}}} = \frac{{{V_{{\rm{OC}}}}\cdot{I_{{\rm{SC}}}}\cdot FF}}{{{A_{{\rm{ill}}}}\cdot 1000\cdot{C_{{\rm{ratio}}}}}}\end{equation}…”
Section: Impact Of Concentration and Temperature On The Parametersmentioning
confidence: 99%
“…This architecture shows a drastic reduction of series resistance and the absence of shadowing due to the metal grid. [36][37][38] Another interesting feature is the possibility to connect several devices via tunnel junctions to increase the illumination area. [36] This could be achieved by monolithically growing multiple subcells on the top of each other, as in standard multijunction concentrator solar cells.…”
Section: Device Architecturesmentioning
confidence: 99%
“…This work was carried out using Silvaco Atlas Software, [34] a TCAD simulator able to provide realistic and trustable results when modeling a wide variety of electronic devices, including photovoltaic solar cells. For instance, Michael et al [42] applied it in the design and optimization of a III-V multijunction, Ochoa et al [43] improved the efficiency of a multijunction concentrator under 5000 suns by optimizing the window layer and Seoane et al [38] studied a vertical tunnel junction under 15 000 suns. ATLAS was also applied to design and optimize vertical laser power converters by Outes et al, [22] and to evaluate the impact of design variables in a vertical epitaxial heterostructure architecture (VEHSA) LPC by York et al [44] In this work, Poisson and continuity equations were solved to obtain the main properties and characteristics of each device configuration.…”
Section: Simulation Frameworkmentioning
confidence: 99%
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