2020
DOI: 10.1016/j.molstruc.2019.127567
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Rational design of SM315-based porphyrin sensitizers for highly efficient dye-sensitized solar cells: A theoretical study

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Cited by 8 publications
(7 citation statements)
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“…The evaluation of the photovoltaic parameters of three dyes was undertaken to comprehend the variations with respect to the theoretical performances of HX-1 and HX-2 in DSSCs versus ZL003 . The J sc of DSSCs is mainly linked to the five factors, including light-capture efficiency (LHE), electron injection efficiency (ϕ inj ), electron collection efficiency (η col ), dye regeneration efficiency (η reg ), and the photon flux φ(λ) of incident light at AM 1.5 G, and can be expressed as .25ex2ex J sc = e φ ( λ ) LHE ( λ ) ϕ inj η col η reg normald λ where the LHE of the dye molecules can be obtained by the equation: .25ex2ex LHE = 1 10 Γ σ false( λ false) Here, Γ is the loading amounts of dyes on the TiO 2 surface (mol cm –2 ) and σ is the absorption cross section (cm 2 mol –1 ), which is obtained by multiplying ε (M –1 cm –1 ) by 1000 cm 3 L –1 . Referring to the experimental value of ZL003 in practice, the loading amounts of three dyes were set to 5.2 × 10 –8 mol cm –2 .…”
Section: Resultsmentioning
confidence: 99%
“…The evaluation of the photovoltaic parameters of three dyes was undertaken to comprehend the variations with respect to the theoretical performances of HX-1 and HX-2 in DSSCs versus ZL003 . The J sc of DSSCs is mainly linked to the five factors, including light-capture efficiency (LHE), electron injection efficiency (ϕ inj ), electron collection efficiency (η col ), dye regeneration efficiency (η reg ), and the photon flux φ(λ) of incident light at AM 1.5 G, and can be expressed as .25ex2ex J sc = e φ ( λ ) LHE ( λ ) ϕ inj η col η reg normald λ where the LHE of the dye molecules can be obtained by the equation: .25ex2ex LHE = 1 10 Γ σ false( λ false) Here, Γ is the loading amounts of dyes on the TiO 2 surface (mol cm –2 ) and σ is the absorption cross section (cm 2 mol –1 ), which is obtained by multiplying ε (M –1 cm –1 ) by 1000 cm 3 L –1 . Referring to the experimental value of ZL003 in practice, the loading amounts of three dyes were set to 5.2 × 10 –8 mol cm –2 .…”
Section: Resultsmentioning
confidence: 99%
“…The integral equation formalism polarizable continuum model (IEF-PCM) in its nonequilibrium version was used to calculate the solvent effects of tetrahydrofuran (THF). THF was chosen as the solvent due to its use in the experimental synthesis of SM315 dye and in obtaining experimental absorption data for Zn-porphyrin based dyes. , The energies of FMOs were calculated at the TD-CAM-B3LYP/6-31G­(d)/LanL2DZ/IEF-PCM (THF) level with optimized structures. To thoroughly examine the influence of E F , it is imperative to employ an ideal model with well-ordered representations of the dye molecule.…”
Section: Computational Detailsmentioning
confidence: 99%
“…The optimal values include E g = 3.09 eV, Δq D−A = 0.251e, LHE = 0.99, λ max = 720.99 nm, J SC = 21.86 mA cm −2 , EBE = 1.37 eV, * E dye = −3.91 eV, V da = 0.81 eV, V OC = 1.46 eV, and k = 1.57 × 10 11 s −1 . The efficiency of FSQ101 dye outperforms SM315 dye under off-field conditions, 50,51 with further enhancement observed under positive E F (see Table S4).…”
mentioning
confidence: 93%
“…Φ inj is charge collection efficiency which is considered equivalent to the Gibbs energy of electron injection from the excited states of dyes to the semiconductor substrate [74,75]. and LHE is the light-harvesting efficiency that can be estimated by Equation (6) [76]:…”
Section: Computational Detailsmentioning
confidence: 99%
“…Φ inj is charge collection efficiency which is considered equivalent to the Gibbs energy of electron injection from the excited states of dyes to the semiconductor substrate [74,75]. and LHE is the light‐harvesting efficiency that can be estimated by Equation () [76]: LHE=110f where f is the oscillating strength that is determined from the TD‐DFT analysis, directly. Fill factor is a parameter that exhibits the general behavior of a solar cell, obtained from Equation () [77]: FF=ϑocln()ϑoc0.72ϑoc+10.25em where ϑ oc is defined as the normalized V OC calculated by Equation () [77]: ϑoc=q×VOCkB×T0.25em0em0em …”
Section: Computational Detailsmentioning
confidence: 99%