Thin-film solar cells using cadmium telluride have become recognized as one of the most photovoltaic and most competitive technologies due mainly to the increase in current photovoltaic density [1–4]. Cadmium telluride (CdTe) is a composite semiconductor II-VI that is suitable for the production of thin film solar cells with an optical energy gab (1.44 eV) and a high visible range absorption coefficient (> 105 cm− 1) [5–8].
Porous silicon (PS) produces a very high surface matrix with programmable and recyclable properties [9–11]. Silicon nanowire (SiNWs) can target the same kind. However, porous silicon and (SiNWs) have numerous challenges, such as electrode materials, such as chemical stability, relatively high electrical resistance and poorly developed friction [12–14]. It is known that coating or doping of Si structures is an attractive method for reducing electrical resistance and increasing stability [15–17].
Due to the special properties of porous silicone (PSi), such as a specific surface area, a high oxidation / reduction tendency, and the applicability of the surface of the earth, the suitable substrate for decoration of metal nanoparticles has been selected [18–20]. PSi is a porous medium that can easily be created by chemical silicon etching in a HF solution [21, 22]. PSi has many applications in chemical sensors and biosensors.[23]
The standard description of solar cells involves determining the typical DC voltage under various intensities of white light illumination and the measurement of the photocurrent in monochromatic light of low-intensity [24–26]. When.the system isein the bright state, two values can easily be determined empirically: the electrical reaction of the vertical axis and the horizontal axis related to (Jsc), or short circuit current, and (VOC), or open circuit voltage [27–29]. The full I-V curve can be seen in Fig. 1. The analysis of the photovoltaic current - the voltage curve involves the determination of the following parameters:
Figure (1): Plotting a solar cell's typical J-V curve using current density
The cell current determined at an applied voltage of zero volts is known as the short-circuit current (Jsc) [30].
Potential open-circuit (VOC): When the cell's current is zero, the cell potential is measured proportionate to almost flat conduction and valence bands [31].
The power output of the cell resulting from the measured cell current and voltage represents P(V) = I•U, the maximum power output (Pmax) and Umax are the The coordinates of the maximum energy inside the curve P(V) [32, 33]. Visually, the area of the large rectangle that fits inside the current-voltage curve represents extreme power.
Fill factor (FF) is the result of dividing the maximum power (Pmax) of a solar cell per unit area by the product of Voc and Jsc. [34], as in:
$$FF=\frac{{P}_{max}}{{V}_{OC}{I}_{SC}}$$
1
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The fill factor has a range of possible values from 0 to less than 1.
The Efficiency (η) report the performance of the solar cell and is measured by the photocurrent density measurable at the photovoltaic voltage open-circuit (Voc), the cell's fill factor (FF), the short-circuit voltage (Jsc), and the incoming light intensity (Pin) [35, 36].
$$\eta =\frac{{P}_{out}}{{P}_{in}} =\frac{{P}_{m}\left({V}_{m}{I}_{m}\right)}{{P}_{in}}$$
2
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