First-principle studies within the formalism of density
functional
theory have been performed to investigate the photoinduced charge
transfer in Zn-porphyrin based dye-sensitized solar cells (DSSCs).
The FSQ101, SM315-based Zn-porphyrin dye has been chosen as a valuable
platform to explore the interplay between the direction and strength
of the applied electric field and photovoltaic performance. The model
system has an electron-rich donor group, a π-linker as a bridge,
and a cyanoacrylic acid as an acceptor group. All simulations have
been conducted with respect to the TiO2 semiconductor and
normalI
3
−
/I– electrolyte. The applied
electric field (−30 × 10–5 au to 30
× 10–5 au) mimics the inner electric field
generated in practice in solar cell devices. Static and time-dependent
density functional calculations provide a comprehensive analysis of
the dynamics of photovoltaic properties in relation to the applied
field strength. The results demonstrate that an electric field can
effectively modulate the photoelectric characteristics and enhance
the charge transfer process of the dye molecule. When the field is
along the positive X-axis, dye exhibits a narrow
band gap, well-defined charge separated states, larger λmax, and broader and red-shifted bands toward the near-infrared
region. The analysis of frontier orbitals, absorption spectra, chemical
reactivity parameters, nonlinear optical properties, and photovoltaic
properties (LHE, J
SC, V
OC,
italicE
normald
normaly
normale
*
, ΔG
inj, ΔG
reg, EBE, V
da, λr, k) provides
molecular level understanding of underlying processes such as photoinduced
electron injection, generation of electron–hole pair, and intramolecular
charge transfer (ICT) that are crucial in deciding the efficiency
of the DSSCs. The charge density difference plots were plotted at
different field strengths to classify the electronic transitions as
ICT or local excited (LE) transitions. The study substantiates the
improved performance of the designed DSSC when subjected to a positive
field compared to negative and field-free conditions.