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Key phases of the suggested ISAOA.

Key phases of the suggested ISAOA.

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The present study introduces a subtraction-average-based optimization algorithm (SAOA), a unique enhanced evolutionary technique for solving engineering optimization problems. The typical SAOA works by subtracting the average of searcher agents from the position of population members in the search space. To increase searching capabilities, this stu...

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... Several novel bio-inspired algorithms have been proposed, each offering unique mechanisms for balancing exploration and exploitation. For instance, the Subtraction-Average-Based Optimizer (SABO) [42] introduces a novel subtraction-average mechanism to enhance population diversity and avoid premature convergence. Similarly, the Mantis Search Algorithm (MSA) [43] mimics the hunting behavior of mantises, incorporating a dynamic balance between exploration and exploitation through a unique prey-predator interaction model. ...
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... Here, L a denotes the total number of lyrebirds that are present in the search space, which ranges from 1 to p, and L j is the jth search agent. As is the case of every populationbased metaphor [45][46][47], each seeking lyrebird is initially randomly determined. The fitness of each lyrebird is recorded in a vector as Equation (7): ...
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... These algorithms balance searching new areas of the solution space and refining existing solutions to find optimal or near-optimal solutions [66][67][68]. They have several successful applications in the engineering field [69][70][71][72][73][74]. Recently, R. Sowmya et al. presented a newly developed populationbased metaheuristic algorithm of Newton Raphson Based Optimizer (NRBO) [75] to address complex optimization problems in a variety of domains. ...
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n modern wireless networks, the integration of Reconfigurable Intelligent Surface (RIS) and Fluid Antenna System (FAS) technologies offers a promising solution to the critical challenges such as signal attenuation, interference management, and security enhancement. This paper presents an application of a novel population-based metaheuristic algorithm of Newton Raphson Based Optimizer (NRBO) to efficiently integrating of FAS and RISs in wireless systems. The designed NRBO combines gradient-based search with adaptive population dynamics and leverages the Newton-Raphson Search Rule (NRSR) and Trap Avoidance Strategy (TAS) to balance exploration and exploitation, ensuring faster convergence and avoiding local optima. NRBO dynamically configures RIS elements and fluid-based antennas, adapting to environmental changes and specific communication requirements to enhance wireless performance. Multiple objective models are designed and addressed using the NRBO: maximizing the average attainable rate for each participant, minimizing the average number of FAS in all Users, and jointly optimizing both objectives with weighted considerations. Simulation results show that the NRBO successfully save 62.5% of the FAS ports to be utilized in the jointly optimized model of both objectives. Also, it achieves more saving with 72.9% when considering minimizing the average number of FAS in all Users as a single objective
... Future work may focus on incorporating renewable energy sources into the system model to address challenges such as variability, intermittency, and low inertia. Moreover, applicability of NNA can be validated for other optimization engineering problems [57][58][59]. Additionally, the study can be extended to include key nonlinearities like generation rate constraints, governor dead bands, and system delays, enabling a more realistic evaluation of the controller's robustness under complex operating conditions. ...
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... The TCSC is one of the most widely used seriesconnected FACTS devices, aiming to enhance transmission capability and improve system stability. The typical structure of TCSC is depicted in Fig. 7 and is marked in a pale yellow color [42], [44], [45]. TCSC comprises three main components: a capacitor with the capacitive reactance C_tcsc connected in parallel with an inductor with the inductive reactance − tcsc , controlled by two Ttcsc_1 and Ttcsc_2 opposing thyristors connected in parallel. ...
... TCSC comprises three main components: a capacitor with the capacitive reactance C_tcsc connected in parallel with an inductor with the inductive reactance − tcsc , controlled by two Ttcsc_1 and Ttcsc_2 opposing thyristors connected in parallel. The firing angles of the thyristors are controlled to regulate the electrical impedance of the TCSC according to the system's control algorithm [44], [46], [47]. ...
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... Although grid search can find the global optimal solution, it will result in enormous computational resource consumption and neglect the correlations among parameters (Vincent and Jidesh, 2023). Instead, we use the recently proposed SABO for parameter optimization, which updates the positions of population members in the search space using subtraction averages of individuals, characterized by strong optimization capability and fast convergence rates (Moustafa et al., 2023). ...
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... The SABT methodology was based on mathematical concepts, including average values, shifts in seeking indicative sites, and the direction of the variance between two objectively quantifiable quantities. The method used by the SABT to calculate the arithmetic average is wholly original because it relies on a certain functional called the "v-subtraction operator" [36]. Therefore, each vector-based response in the SABT group was altered to comply with the following equation. ...
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This work presents an optimal methodology based on an augmented, improved, subtraction-average-based technique (ASABT) which is developed to minimize the energy-dissipated losses that occur during electrical power supply. It includes a way of collaborative learning that utilizes the most effective response with the goal of improving the ability to search. Two different scenarios are investigated. First, the suggested ASABT is used considering the shunt capacitors only to minimize the power losses. Second, simultaneous placement and sizing of both PV units and capacitors are handled. Applications of the suggested ASAB methodology are performed on two distribution systems. First, a practical Egyptian distribution system is considered. The results of the simulation show that the suggested ASABT has a significant 56.4% decrease in power losses over the original scenario using the capacitors only. By incorporating PV units in addition to the capacitors, the energy losses are reduced from 26,227.31 to 10,554 kW/day with a high reduction of 59.75% and 4.26% compared to the initial case and the SABT alone, respectively. Also, the emissions produced from the substation are greatly reduced from 110,823.88 kgCO2 to 79,189 kgCO2, with a reduction of 28.54% compared to the initial case. Second, the standard IEEE 69-node system is added to the application. Comparable results indicate that ASABT significantly reduces power losses (5.61%) as compared to SABT and enhances the minimum voltage (2.38%) with a substantial reduction in energy losses (64.07%) compared to the initial case. For both investigated systems, the proposed ASABT outcomes are compared with the Coati optimization algorithm, the Osprey optimization algorithm (OOA), the dragonfly algorithm (DA), and SABT methods; the proposed ASABT shows superior outcomes, especially in the standard deviation of the obtained losses.
... To improve the transfer capacity that is accessible in power systems, the proposed GA was integrated with twofold mutation probabilities. A modified version of Subtraction-Average-Based Optimizer (SAO) for TCSC allocation, which lessens losses in electric power grids, is provided in [39]. This study modifies the usual SAO by incorporating a cooperative learning strategy powered by the leader solution. ...
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... The dwarf mongoose optimizer (DMO) is created by studying the foraging behavior of dwarf mongoose animals (DMAs). In the presented meta-heuristic technique (DMO), the population of DMAs is initially generated as follows [56,58]: ...
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This article presents a modified intelligent metaheuristic form of the Dwarf Mongoose Optimizer (MDMO) for optimal modeling and parameter extraction of solar photovoltaic (SPV) systems. The foraging manner of the dwarf mongoose animals (DMAs) motivated the DMO’s primary design. It makes use of distinct DMA societal groups, including the alpha category, scouts, and babysitters. The alpha female initiates foraging and chooses the foraging path, bedding places, and distance travelled for the group. The newly presented MDMO has an extra alpha-directed knowledge-gaining strategy to increase searching expertise, and its modifying approach has been led to some extent by the amended alpha. For two diverse SPV modules, Kyocera KC200GT and R.T.C. France SPV modules, the proposed MDMO is used as opposed to the DMO to efficiently estimate SPV characteristics. By employing the MDMO technique, the simulation results improve the electrical characteristics of SPV systems. The minimization of the root mean square error value (RMSE) has been used to compare the efficiency of the proposed algorithm and other reported methods. Based on that, the proposed MDMO outperforms the standard DMO. In terms of average efficiency, the MDMO outperforms the standard DMO approach for the KC200GT module by 91.7%, 84.63%, and 75.7% for the single-, double-, and triple-diode versions, respectively. The employed MDMO technique for the R.T.C France SPV system has success rates of 100%, 96.67%, and 66.67%, while the DMO’s success rates are 6.67%, 10%, and 0% for the single-, double-, and triple-diode models, respectively.