Smart distribution grid can support the national ambitious goal of 'carbon peak and carbon neutral' and the development strategy of building a new power system with new energy as the mainstay, and is also an i...
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The main purpose of quotas is to limit emissions for facilities that have a negative impact on the environment. When calculating emission quotas, it is necessary to solve a nonlinear programming problem with a nonline...
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The problem of locating magnetic target is the solution of nonlinear programming problems. The biggest characteristic of the problem is that the calculation process of the objective function is quite complicated. With...
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In this study, an obstacle avoidance maneuver with sigmoid function optimization is applied on the path following control of the Autonomous truck-trailer. The accumulation of trailers and traffic density become obstac...
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In recent years, with the popularization of electronic toll collection systems (ETC), expressway toll stations in China have developed into a mixed toll form jointly deployed by ETC toll lanes and MTC toll lanes, pres...
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In this study, the authors deal with the transient stability control problem in smart grids. They consider an operative scenario where a physical fault or a cyber-attack produces an impulsive perturbation in the state...
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In this study, the authors deal with the transient stability control problem in smart grids. They consider an operative scenario where a physical fault or a cyber-attack produces an impulsive perturbation in the state of the system, and a controller must be designed to robustly recover, in a finite-time, transient stability despite initial perturbation and uncertainties. The authors propose a solution that is based on a low-demanding model predictive control (MPC) idea that is known as set-theoretic MPC. They show that such a controller can be used as an emergency controller to deal with the considered scenario. A peculiar capability of the proposed solution is that the worst-case time to transient stability can be apriori established. Moreover, most of the required computations are moved into an off-line phase leaving into the on-line phase a simple and computationally affordable convex optimisation problem. Finally, the authors have conducted an extensive simulation campaign to testify the validity of the proposed solution experimentally and to investigate its performance when contrasted with a competitor scheme.
Aiming at the problem of reservoir supply distribution in the southwestern United States this year, this paper aims at the water distribution between Glenn Canyon Dam (Lake Powell) and Hoover Dam (Lake Meade). A nonli...
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Aiming at the problem of reservoir supply distribution in the southwestern United States this year, this paper aims at the water distribution between Glenn Canyon Dam (Lake Powell) and Hoover Dam (Lake Meade). A nonlinear programming model is established to optimize the pumping allocation of each dam, and the model is upgraded and extended to multiple scenarios to closely coordinate the operation of the two dams. First of all, based on the nonlinear programming model, the geomorphological environment, policy changes, time lapse and other factors that may affect the water demand and electricity consumption of the five states are quantified and analyzed, and the water consumption and electricity consumption data of the five states are obtained. Then a nonlinear programming model is established to maximize benefits while meeting the water and electricity needs of the five states, and the multivariate function optimization flow chart is derived by using genetic algorithm, and finally the optimal solution of the water level of the two lakes after pumping is obtained. And finally carry on the sensitivity to the change of the surrounding conditions. The sensitivity analysis results of the model show that the model used in this paper has the characteristics of high accuracy, good stability and wide application range, and has important application value.
The increasing amount of electric vehicle has brought threat on the distribution network reliability, but it also provides great load flexibility opportunities. With appropriate guidance, electric vehicle charging loa...
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Achieving movements of machine tool components in 2 degrees of freedom (DOF) usually requires a serial arrangement of at least two drives. The serial kinematic reduces the stiffness at the tool center point (TCP) and ...
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The lunar campaign optimizer provided a very complex and non-linear optimization problem. Gradient based optimizers and other numerical optimizers failed to optimize this problem effectively. A novel approach using ma...
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