2018
DOI: 10.1002/pssb.201800082
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Defect Parameters Contour Mapping: A Powerful Tool for Lifetime Spectroscopy Data Analysis

Abstract: Temperature‐ and injection‐dependent lifetime spectroscopy (TIDLS) is extensively used for the characterization of defects in silicon material for photovoltaic applications. By coupling TIDLS measurements with Shockley–Read–Hall recombination models, the most important defects’ parameters can be assessed including the defect energy level Et and the capture cross section ratio k. However, while proving extremely helpful in a variety of studies aiming at the characterization of contaminated silicon, a generalize… Show more

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Cited by 8 publications
(3 citation statements)
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“…In contrast, T dependences of bulk and surface SRH recombination is more complex, because it depends on the type of the relevant recombination center (carrier trap state) with multiple parameters (density, energy level, capture cross sections, etc.). [43][44][45][46] T dependence of the τ eff in SHJ cells, which are the main focus of this work, has been reported by several groups. 7,14,47 Besides, we also observe an increase of τ eff with the increase in T, as shown later in Section 4.5.…”
Section: Energy Bandgap E Gsupporting
confidence: 54%
“…In contrast, T dependences of bulk and surface SRH recombination is more complex, because it depends on the type of the relevant recombination center (carrier trap state) with multiple parameters (density, energy level, capture cross sections, etc.). [43][44][45][46] T dependence of the τ eff in SHJ cells, which are the main focus of this work, has been reported by several groups. 7,14,47 Besides, we also observe an increase of τ eff with the increase in T, as shown later in Section 4.5.…”
Section: Energy Bandgap E Gsupporting
confidence: 54%
“…A different method of visualization for the defect parameter solution surface has been proposed by Bernardini et al [103][104][105]. In this method (named as defect parameter contour map (DPCM)), a discrete space of (E t , k) combinations is created.…”
Section: Defect Parameter Contour Mapmentioning
confidence: 99%
“…The true defect parameter lies at the intersection of all these curves. Due to the presence of noise in TIDLS measurements, at least two potential solutions are commonly identified (usually one in the upper half bandgap and one in the lower half bandgap). ,, The DPSS method, referred to as the “traditional” approach, has been refined over the years: linearization of the SRH equation under specific conditions has been proposed to facilitate the fitting procedure; , faster convergence techniques, such as the Newton–Raphson method, have been adapted; and defect parameter contour mapping was developed to visualize the potential solutions . Recently, a machine learning (ML) based framework was introduced to analyze TIDLS measurements. , Multiple ML algorithms were trained to successfully predict the defect parameters (regression) and the half-bandgap location (classification).…”
Section: Introductionmentioning
confidence: 99%