2020
DOI: 10.1002/solr.201900505
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Watching Space Charge Build Up in an Organic Solar Cell

Abstract: Space charge effects can significantly degrade charge collection in organic photovoltaics (OPVs), especially in thick‐film devices. The two main causes of space charge are doping and imbalanced transport. Although these are completely different phenomena, they lead to the same voltage dependence of the photocurrent, making them difficult to distinguish. Herein, a method is introduced on how the build‐up of space charge due to imbalanced transport can be monitored in a real operating organic solar cell. The met… Show more

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Cited by 32 publications
(31 citation statements)
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“…As previously discussed in the literature, the drop in the FF can be understood in terms of increased bimolecular recombination losses [24,25] during charge transport or space charge effects either due to doping or imbalanced carrier mobilities. [26][27][28][29] The efficiency limitation that comes with lower FF in thick junction devices can be illustrated with numerical drift-diffusion (D-D) simulations. To this end, we performed automat for simulation of heterostructures (AFORS-HET) simulations; [30] the simulation numerically solves the D-D equations that govern the J-V characteristics of the device, thus explicitly considering the effect of free carrier recombination coefficient, surface recombination, carrier mobilities of the active layer, and layer thicknesses.…”
Section: Resultsmentioning
confidence: 99%
“…As previously discussed in the literature, the drop in the FF can be understood in terms of increased bimolecular recombination losses [24,25] during charge transport or space charge effects either due to doping or imbalanced carrier mobilities. [26][27][28][29] The efficiency limitation that comes with lower FF in thick junction devices can be illustrated with numerical drift-diffusion (D-D) simulations. To this end, we performed automat for simulation of heterostructures (AFORS-HET) simulations; [30] the simulation numerically solves the D-D equations that govern the J-V characteristics of the device, thus explicitly considering the effect of free carrier recombination coefficient, surface recombination, carrier mobilities of the active layer, and layer thicknesses.…”
Section: Resultsmentioning
confidence: 99%
“…Whereas the light‐intensity dependence of space charge caused by asymmetric mobilities has already been analyzed by Wilken et al., [ 59 ] the influence on the J sc –Φ relation of the space‐charge region due to defect states as observed in Figure 6 still has to be investigated. For this purpose, Figure shows the slope γ = d(ln( J sc ))/d(ln(Φ)) as a function of illumination Φ For a realistic device in Figure 7a, there is substantial nonlinearity occurring at lower light intensities than in Figure 7b for a device with high relative permittivity and therefore constant electric field.…”
Section: Resultsmentioning
confidence: 99%
“…who additionally considered the spatial dependence of the electron and hole current. [ 59 ] The correlation has already been used in previous studies to identify space‐charge limited photocurrent in organic solar cells with asymmetric carrier mobilities. [ 30,45 ] However, Equation (12) is only valid in a defect free device with sharp band edges.…”
Section: Theorymentioning
confidence: 99%
“…[ 43,57 ] Also, a light‐intensity dependent space‐charge region has been observed for asymmetric mobilities. [ 39,58–60 ] However, in the case of asymmetric mobilities the space charge builds up at the contact where the less mobile charge carriers are extracted. [ 39,58,59 ] In contrast, Wu et al.…”
Section: Theoretical Backgroundmentioning
confidence: 99%