In LEO satellite communication networks,the number of satellites has increased sharply, the relative velocity of satellites is very fast, then electronic signal aliasing occurs from time to time. Those aliasing signal...
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In LEO satellite communication networks,the number of satellites has increased sharply, the relative velocity of satellites is very fast, then electronic signal aliasing occurs from time to time. Those aliasing signals make the receiving ability of the signal receiver worse, the signal processing ability weaker,and the anti-interference ability of the communication system lower. Aiming at the above problems, to save communication resources and improve communication efficiency, and considering the irregularity of interference signals, the underdetermined blind separation technology can effectively deal with the problem of interference sensing and signal reconstruction in this scenario. In order to improve the stability of source signal separation and the security of information transmission, a greedy optimization algorithm can be executed. At the same time, to improve network information transmission efficiency and prevent algorithms from getting trapped in local optima, delete low-energy points during each iteration process. Ultimately, simulation experiments validate that the algorithm presented in this paper enhances both the transmission efficiency of the network transmission system and the security of the communication system, achieving the process of interference sensing and signal reconstruction in the LEO satellite communication system.
To address the unsatisfactory performance of particle swarm optimization (PSO), a novel multi-strategy self-optimizing simulated annealing particle swarm optimization (SOSAPSO) method for permanent magnet synchronous ...
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To address the unsatisfactory performance of particle swarm optimization (PSO), a novel multi-strategy self-optimizing simulated annealing particle swarm optimization (SOSAPSO) method for permanent magnet synchronous motor (PMSM) parameter identification is proposed. The full-rank mathematical model and the fitness function are developed. In SOSAPSO, the velocity term of the PSO is simplified and dynamic opposition-based learning (DOBL) is introduced in the inertia weight update process to avoid population monotonicity. Moreover, A Cauchy-Gaussian hybrid variation strategy based on similarity and density is devised to achieve self-learning in deep regions. Meanwhile, the simulated annealing (SA) with a memory and tempering mechanism is introduced into SOSAPSO, and the greedy optimization algorithm (GOA) is used to enhance local fine-exploitation capabilities when SOSAPSO evolution is stalled. The test results indicate the proposed method can effectively avoid local convergence problems and has better robustness and convergence speed.
In the current era, the energy consumption of the manufacturing industry is very serious. How to achieve optimal control of energy consumption in the manufacturing process with technological innovation as the driving ...
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In the current era, the energy consumption of the manufacturing industry is very serious. How to achieve optimal control of energy consumption in the manufacturing process with technological innovation as the driving force has become a current research hotspot. Based on this, this article has deeply studied the application of control technology in energy consumption management and control, and designed the sparse coupling relationship and analysis model based on the greedy optimization algorithm. From the aspects of conventional energy consumption, technical methods, output control and energy consumption in the manufacturing industry, based on production data, the optimal control strategy for energy consumption is analyzed and quantitatively evaluated through the greedy optimization algorithm. The results show that the energy consumption relationship analysis model based on the matching tracking algorithm has the advantages of high computational efficiency and high precision.
In this paper, a novel global firefly algorithm (GFA) is proposed for solving randomized time-varying knapsack problems (RTVKP). The RTVKP is an extension from the generalized time-varying knapsack problems (TVKP), by...
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In this paper, a novel global firefly algorithm (GFA) is proposed for solving randomized time-varying knapsack problems (RTVKP). The RTVKP is an extension from the generalized time-varying knapsack problems (TVKP), by dynamically changing the profit and weight of items as well as the capacity of knapsack. In GFA, two-tuples which consists of real vector and binary vector is used to represent the individual in a population, and two principal search processes are developed: the current global best-based search process and the trust region-based search process. Moreover, a novel and effective two-stage repair operator is adopted to modify infeasible solutions and optimize feasible solutions as well. The performance of GFA is verified by comparison with five state-of-the-art classical algorithms over three RTVKP instances. The results indicate that the proposed GFA outperform the other five methods in most cases and that GFA is an efficient algorithm for solving randomized time-varying knapsack problems.
In this paper, relay node's communication capacity was introduced into the existing model of relay node placement. And we presented a new evaluation standard based on the minimum distance factor of communication n...
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ISBN:
(纸本)9783037850275
In this paper, relay node's communication capacity was introduced into the existing model of relay node placement. And we presented a new evaluation standard based on the minimum distance factor of communication network. A new relay node placement algorithm was implemented in solutions, and the algorithm was based on greedy optimization algorithm. The simulation result demonstrates that the algorithm can limit the communication capacity of relay nodes conveniently. Compared with other placement algorithms, improvement of energy-efficiencies in this algorithm is obvious.
This paper presents a novel binary monarch butterfly optimization (BMBO) method, intended for addressing the 0-1 knapsack problem (0-1 KP). Two tuples, consisting of real-valued vectors and binary vectors, are used to...
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This paper presents a novel binary monarch butterfly optimization (BMBO) method, intended for addressing the 0-1 knapsack problem (0-1 KP). Two tuples, consisting of real-valued vectors and binary vectors, are used to represent the monarch butterfly individuals in BMBO. Real-valued vectors constitute the search space, whereas binary vectors form the solution space. In other words, monarch butterfly optimization works directly on real-valued vectors, while solutions are represented by binary vectors. Three kinds of individual allocation schemes are tested in order to achieve better performance. Toward revising the infeasible solutions and optimizing the feasible ones, a novel repair operator, based on greedy strategy, is employed. Comprehensive numerical experimentations on three types of 0-1 KP instances are carried out. The comparative study of the BMBO with four state-of-the-art classical algorithms clearly points toward the superiority of the former in terms of search accuracy, convergent capability and stability in solving the 0-1 KP, especially for the high-dimensional instances.
In this paper, an improved hybrid encoding firefly algorithm (IFA) is proposed for solving randomized time varying knapsack problems (RTVKP). The RTVKP is an extension from the generalized time-varying knapsack proble...
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ISBN:
(纸本)9781467398190
In this paper, an improved hybrid encoding firefly algorithm (IFA) is proposed for solving randomized time varying knapsack problems (RTVKP). The RTVKP is an extension from the generalized time-varying knapsack problems (TVKP) by dynamically changing the profit and weight of items as well as the capacity of knapsack. In IFA, two-tuples composed of real vector and binary vector is used to represent the individuals in a population, and two principal search processes are developed: the current global best-based search process and the trust region-based search process. Moreover, a novel and effective repair operator is adopted to modify infeasible solutions, optimize feasible solutions and calculate the fitness of individual. The performance of IFA is verified by comparison with FA, cuckoo search (CS), shuffled frog leaping algorithm (SFLA), genetic algorithms (GAs) and differential evolution (DE) over three instances of RTVKP. The results indicate that IFA outperformed the other five methods in most cases and the proposed IFA is an efficient algorithm for solving randomized time-varying knapsack problems.
The capacity of current lithium/air cells is severely limited first and foremost by the electrochemical stability of the employed electrolyte and second by the occlusion of the pores of the active cathode surface due ...
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The capacity of current lithium/air cells is severely limited first and foremost by the electrochemical stability of the employed electrolyte and second by the occlusion of the pores of the active cathode surface due to non-uniform deposition of Li2O2 as the discharge product. Here we solve numerically a reaction-diffusion equation to determine the Li2O2 deposition profiles in a model porous cathode in the absence and presence of discrete catalytic sites, considering five commonly used electrolytes. We implement a greedy optimization algorithm to maximize the cathode capacity before pore clogging by optimal positioning of the discrete catalysts along the pore. The results indicate that, under the assumption of equal electrochemical stability, a maximal theoretical capacity is limited by the oxygen solubility and diffusivity in each electrolyte in the absence of catalysts and vary widely in the five cases considered. However, optimal catalyst distributions can effectively compensate for these differences, suggesting a rational way of designing cathode structures with high performances according to the required operation conditions. (C) 2015 The Electrochemical Society. All rights reserved.
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