2022
DOI: 10.1002/adom.202201816
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Tuning Halide Composition Allows Low Dark Current Perovskite Photodetectors With High Specific Detectivity

Abstract: interest in both academic and industrial landscapes for a wide range of applications, including image sensing, [8] optical communication, [9] environmental monitoring, and biomedical applications. [10,11] New emerging applications require selfpowered, cost-effective, highly sensitive, and flexible devices. [12][13][14] These conditions can be fully satisfied using PDs based on perovskite active layers, which combine high ambipolar charge carrier mobility [6,15] with long carrier diffusion length, [16,17] effec… Show more

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Cited by 22 publications
(18 citation statements)
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“…Its corresponding noise current and specific detectivities are shown in Figures S3 and S4 (Supporting Information). [36][37][38] In order to deeply understand the reasons for the difference in spectral response curves, we begin with the definition of the responsivity, which represents the detective sensitivity of a photodetector, generally given by: [39,40] where I ph is the outputted photocurrent obtained under light illumination, P is the power density of the illumination light and S is the effective illumination area of the device. From the equation we can see I ph is the key factor that is intensely in positive correlation of the R λ , which is jointly dependent on the light absorption within the BHJ layer, the charge carrier generation quantum yield of the exciton and charge transfer state dissociation, and collection efficiency of the photo-generated charge carriers.…”
Section: Resultsmentioning
confidence: 99%
“…Its corresponding noise current and specific detectivities are shown in Figures S3 and S4 (Supporting Information). [36][37][38] In order to deeply understand the reasons for the difference in spectral response curves, we begin with the definition of the responsivity, which represents the detective sensitivity of a photodetector, generally given by: [39,40] where I ph is the outputted photocurrent obtained under light illumination, P is the power density of the illumination light and S is the effective illumination area of the device. From the equation we can see I ph is the key factor that is intensely in positive correlation of the R λ , which is jointly dependent on the light absorption within the BHJ layer, the charge carrier generation quantum yield of the exciton and charge transfer state dissociation, and collection efficiency of the photo-generated charge carriers.…”
Section: Resultsmentioning
confidence: 99%
“…A well-established practice is to use HTL and electron-transporting layer to suppress parasitic currents across the device under reverse bias, which we also adopted in this work. Effective suppression of J d can also be achieved by deepening the HOMO of D or shallowing of A LUMO levels, which, unfortunately, presents a trade-off for ultralow bandgap materials ( 42 , 45 47 ).…”
Section: Resultsmentioning
confidence: 99%
“…The specific detectivity was calculated using D=AΔfNEP =RAΔfin${D^ * } = \frac{{\sqrt {A\Delta f} }}{{NEP}}\, = \frac{{R\sqrt {A\Delta f} }}{{{i_n}}}$, and the sensitivity was calculated using S = 20 × log 10 ( J light / J dark ) ( dB ). [ 28 ] The EQE using EQE = Rhcλq$EQE\, = \,R\frac{{hc}}{{\lambda q}}$ was determined. In these equations, J light represents light current density, J dark represents dark current density, P light represents light power density on the device, A is the effective area of the photodetector, Δ f is the bandwidth (1 Hz), NEP is the noise equivalent power, i n is the noise current, h is the Planck's constant, c is the light speed, and λ is its wavelength.…”
Section: Methodsmentioning
confidence: 99%