The output power and voltage of the DC‫ــ‬DC boost converter with P&O method

The output power and voltage of the DC‫ــ‬DC boost converter with P&O method

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p>This paper introduces a procedure for the modelling of a Photo ــ Voltaic (PV) cell and the application of maximum power point tracking (MPPT) in step-by-step with MATLAB/Simulink. The model of one diode is used to explore the characteristics of I ــ V and P ــ V curves of 60W PV module. Due to the non-linear and time varying of PV characteristic...

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... Such techniques are categorized as conventional and intelligent techniques. The perturbation and observation (P&O) [6], Incremental conductance (IC) [11], Fractional open circuit voltage (FOCV) [12], Fractional short circuit current (FSCC) [13], are classical methods. P&O and IC methods are popular and widely used because of their easy and cost effective implementation. ...
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... The perturb and observe (P&O) algorithm is the most frequently used because of its ease of implementation [10]. However, the INC (conductance increment) algorithm is also more widely used in major projects, and is closer in consequence to the P&O algorithm, but its performance may differ from that of P&O [10], [12]. In addition, there are two other types of algorithms that have the same concept. ...
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... In this simulation, we consider an irradiation value of 1000 W/m2 and maintain a constant temperature of 25°C. These parameters are chosen to meticulously evaluate the efficacy of the Perturbation and Observation (P&O) strategy employed in the DC/DC converter [11]. The simulation outcomes unveil the remarkable adaptability and stability of the photovoltaic (PV) system across diverse irradiation conditions. ...
... A schematic diagram equivalent circuit, Figure 1, represents a standard PV cell [16,17]. The correlation between its output parameters at the working point, described in Equation (1), while Equation (2), establishes the dependency of the light current (I ph ) on both the PV module surface temperature and solar radiation [16][17][18][19][20][21][22]. ...
... In the same way, a PV system consists of multiple modules connected to achieve the required output voltage and power values. The relation between the PV system's output current and output voltage consists of N s panels in series and N p string in parallel, as in Equation (3) [21]. ...
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... Photovoltaic characterization plays an essential role in understanding the behavior and performance of solar cells and systems [11][12]. It aids researchers, manufacturers, and system designers in optimizing PV technology, improving efficiency, and developing more reliable and cost-effective solar energy solutions [13]. ...
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... There are two types of operation points (OP) in this graph. For any OP like point 1 on the left side of the MPP, the voltage should be increased, and for any OP like point 2, the voltage should be decreased [28]. ...
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... In addition, it began to develop technologies like Electric Vehicles (EV) and Hybrid Electric Vehicles (HEV), forming a pollution-free, tenable transportation solution alternative to the gasoline-powered Internal Combustion Engine (ICE) vehicles. Over the past decades, the direction concerning developing Energy Storage System (ESS) for incorporating using renewable energy in a wide area of applications [2][3][4]. Electrochemical ESS in the form of batteries is universally employed to store electrical energy due to their high energy and power density [5]. ...
... In [18], proposed the cell balancing based on MOSFET internal resistance by adjusting MOSFET in linear mode, enabling current balancing control for reduced time balancing in addition to reducing circuit size. 4 battery was applied in 1P4S string shape, utilizing master and slave microcontrollers for more accurate measurement and control. Also, BMS functions contain overcharge and over-temperature protection. ...
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... where Vpv and Ipv are the output voltage (V) and current (A) of PV, respectively; Iph is the light current (A); I0 is the reverse saturation current of the diode (A); q is the electron charge (1.602 × 10 −19 C); K is the Boltzmann constant (1.381 × 10 −23 J/K); Tc is the cell temperature (K); Rs, Rsh are series and shunt resistance, respectively (Ω); n is diode ideality factor (dimensionless). In which the light current Iph depends on the solar irradiation and the working temperature of the PV cell, as stated in (2) [20,21]. ...
... Furthermore, under the same operating conditions, its slope depends on the Rsh value ( Figure 4). Therefore, surveying the working regions of PV modules under In which the light current I ph depends on the solar irradiation and the working temperature of the PV cell, as stated in (2) [20,21]. (2) where I sc is short circuit current (A); T ref is the temperature at standard condition (K); W is the solar irradiance level (W/m 2 ); W ref is the irradiance level at standard state (W/m 2 ); α i is the temperature coefficient of I sc (mA/ • C). ...
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... From the flowchart shown in Fig. 2, notice that the P&O MPPT determinations compare the change in PV power, ∆P, and change in PV voltage, ∆V, for two points, K and K-1, on a P-V curve to identify the maximum power point. The main disadvantages of this technique are inability to deal with rapid weather changes, high oscillations around the MPP, the slow response, and failure to track GMPP under PSC [18], [19]. ...
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Maximum Power Point Tracking (MPPT) algorithms play a critical role in maximizing the output power of solar panels. Different MPPT techniques are evaluated based on several criteria, such as tracking speed, simplicity, and accuracy with changes in solar irradiance and ambient temperature. Under partial shading conditions (PSCs), conventional techniques fail to track global maximum power points (GMPP). This paper aims to present an automatic and accurate method to fix the complexity of determining the accurate lookup table data in an automatic and fast process under uniform irradiance conditions (UICs) and PSCs. The proposed method runs the photovoltaic (PV) module with all potential irradiance and temperature. It automatically calculates the perfect voltage reference (Vref) for all potential PV system cases. The Vref is collected in an array, sent into a two-dimensional lookup table, and used for controlling the boost converter. Simulation results verify the effectiveness of the proposed method. In addition, a comparison was also made with the conventional perturb and observe (P&O) method. Under UICs, the proposed method takes less time than the conventional P&O algorithm to reach the MPP. The time difference between them is ?t = 0.133 sec and ?t = 0.04 sec for the first scanning process at t = 0 sec and sudden change irradiance at t = 1.5 sec, respectively. As for PSCs, the proposed method reached the GMPP during pattern 104 (first peak) without any power loss, while the P&O MPPT was able to track the GMPP but with power losses of 2729.97 watts. ABSTRAK: Algoritma Penjejakan Titik Kuasa Maksimum (MPPT) memainkan peranan penting dalam memaksimumkan kuasa keluaran panel solar. Teknik MPPT yang berbeza dinilai berdasarkan beberapa kriteria seperti kelajuan pengesanan, kesederhanaan, dan ketepatan dengan perubahan dalam sinaran suria dan suhu ambien. Di bawah keadaan teduhan separa (PSC), teknik konvensional gagal menjejak titik kuasa maksimum global (GMPP). Kajian ini bertujuan bagi membentangkan kaedah automatik dan tepat bagi membetulkan kesusahan dalam menentukan carian data berjadual secara tepat, automatik dan pantas di bawah keadaan sinaran seragam (UIC) dan PSC. Kaedah yang dicadangkan menjalankan modul fotovoltaik (PV) dengan semua potensi sinaran dan suhu dan mengira rujukan voltan sempurna (Vref) secara automatik bagi semua kes yang berpotensi dalam sebarang jenis sistem PV. Vref dikumpul dalam tata susunan, dihantar ke dalam jadual carian dua dimensi, dan digunakan bagi mengawal penukar rangsangan. Keputusan simulasi mengesahkan keberkesanan kaedah yang dicadangkan. Perbandingan juga dibuat dengan kaedah konvensional perhati dan ganggu (P&O). Di bawah UIC, kaedah yang dicadangkan mengambil masa yang lebih singkat berbanding algoritma konvensional P&O bagi mencapai MPP. Perbezaan masa antara keduanya adalah masing-masing, ?t = 0.133 saat dan ?t = 0.04 saat bagi proses pengimbasan pertama iaitu pada t = 0 saat dan sinaran perubahan mendadak pada t = 1.5 saat. Bagi PSC, kaedah yang dicadangkan mencapai GMPP semasa corak 104 (puncak pertama) tanpa kehilangan kuasa manakala MPPT P&O dapat mengesan GMPP tetapi dengan pengurangan kuasa sebanyak 2729.97 watt.