Characteristic curve of photovoltaic (PV) voltage and power under changing irradiance.

Characteristic curve of photovoltaic (PV) voltage and power under changing irradiance.

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The problem of extracting maximum power from a photovoltaic (PV) system with negligible power loss is concerned with the power generating capability of the PV array and nature of the output load. Changing weather conditions and nonlinear behavior of PV systems pose a challenge in tracking of varying maximum power point. A robust nonlinear controlle...

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... designed controller takes the error into account and generates the control input to the plant which ensures the perfect tracking of reference voltage of PV. The closed loop system for the MPPT of PV system is shown in Figure 12. The process continues until the error becomes zero. ...

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... However, this constant N (step-size) value is unable to adapt to change in irradiation. Furthermore, intelligent techniques such as fuzzy logic control (FLC) [15], sliding mode control [16], neural network (NN) [17], particle swarm optimization (PSO), ant-colony optimization (ACO), firefly algorithm (FA), differential evolution (DE), and artificial bee colony (ABC) [18] as well as different bio-inspired algorithms [19] are implemented to extract the maximum power from SPV system. The core of these algorithms is soft computing and has the advantage of simple implementation using embedded systems. ...
... The closed loop structure of the system is presented in Figure 8.The converter loop gain is written as follows: G(S) = G C (S)G pwm (S)G dvout (S)H(S) (16) Where G C (S) denotes the controller transfer function and H(S) denotes the feedback transfer function. PWM generator transfer function is designated asG pwm (S) = 1 Carrier amplitude ⁄ . ...
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... In addition to its connection to the use of system parameters, which requires knowing the mathematical model of the system accurately, it increases the degree of complexity, and difficulty of implementation, and makes control affected if the system parameters change, which is undesirable. To remove this phenomenon, the super-twisting algorithm (STA) has become an effective control method (Ahmed et al., 2020), especially for sensitive systems under external disturbances and/or static error. As it removes the chattering problem as well as retains the same performance as the first-class SMC (Menaga and Sankaranarayanan, 2021), this is what we will address in this study, but the problem lies in determining the gains of this algorithm. ...
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... Time derivative of equation (10): (11) .0 V S S   ...
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... Proper tuning of the PID controller parameters is essential to ensure optimal performance and stability in the presence of variations or disturbances [50][51][52] To avoid the pitfalls of improperly tuning the PID controller and its impact on the system performance, researchers have proposed numerous sophisticated non-linear control strategies for MPPT [53,54]. These included adaptive control [27], predictive control [28], backstepping-based control [55], and intelligent control methods rooted in ANNs and fuzzy logic systems, as well as sliding mode control (SMC) [53,54,56,57]. SMC stands out among nonlinear control techniques for its robustness, fast response, and easy implementation. ...
... The only exception is that Integral Super-Twisting (STSMC) can be chosen. The latter uses SOSMC and needs only the information about the sliding surface [56]. This helps lessen chattering and makes the system work better thanks to its continuous control action. ...
... The STSMC belongs to the SOSMC category and operates only based on the sliding surface "s", without requiring the derivative of "s". The discontinuous term of the proposed super-twisting controller can be defined by the function U ST , which is constituted by two components as shown in Equation (26) [56,129]: ...
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... Moreover [28], employs a nonadaptive backstepping nonlinear controller, assuming all parameters are known. The works [29,30] propose nonadaptive sliding mode controllers (SMC). Here [29], details how the power and current injection versus the voltage of photovoltage panels (PVP) depend on their characteristics curves depending on the irradiance and temperature changes. ...
... The works [29,30] propose nonadaptive sliding mode controllers (SMC). Here [29], details how the power and current injection versus the voltage of photovoltage panels (PVP) depend on their characteristics curves depending on the irradiance and temperature changes. Then, the designed SMC ensures robustness despite these variations. ...
... The DC and AC subsystems are interconnected and dynamically coupled, as detailed in [31] (Chapter 8). The work [32] considers this DC/AC coupling effect and proposes adaptive SMC instead of the nonadaptive SMC from [29,30]. As a result, it improves robustness under parameter variations. ...
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Hybrid grid-connected renewable energy systems have gained significant importance in sustainably responding to an increased electrical energy demand. These are time-varying nonlinear dynamical plants, where the value of their parameters depends on changing weather conditions and the alternating grid voltage with randomly fluctuating amplitude. This paper proposes a robust cascade MRAC for nonlinear plants representing a class of these systems, which includes n renewable energy converts and a DC/AC single-phase full bridge inverter. The proposal reduces commissioning time by avoiding linearization and knowledge of the plant parameters. Moreover, it includes specific formulas for tuning the controller parameters that decrease their adjustments based on trial and error. Finally, it uses a direct adaptive method with adaptive laws having modification and an inner loop at least five times faster than the outer loop. The proposition validation includes the theoretical stability proof based on the Lyapunov stability method and Barbalat’s Lemma. Furthermore, it presents comparative simulation results with quoted cascade PI controllers for a monophasic system, including two renewable energy sources and injection. Both techniques effectively track setpoint changes of the energy sources’ currents and direct current bus voltage, showing the proposal similar or reduced ripple. At the same time, both ensure robustness against decreased photovoltage panels irradiance, increased fuel cells voltage, and grid voltage amplitude random fluctuations. However, the proposal does these things while avoiding prior linearization and unknowing the plant parameters.
... Solar energy is presently available as an infinite and clean source of energy generation. Because traditional energy sources are constantly depleted and have negative environmental consequences [1] [2].The need for renewable energy sources, specifically solar energy, which can be collected using solar panels, is increasing by the day [3]. The benefit of pv systems is that it doesn't pollute the environment and doesn't require fossil fuels. ...