电化学储能电站的最优功率模型预测控制

Energies Pub Date : 2024-07-13 DOI:10.3390/en17143456
Chong Shao, Chao Tu, Jiao Yu, Mingdian Wang, Cheng Wang, Haiying Dong
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摘要

针对当前电网侧电化学储能电站在多场景下的功率控制问题,本文提出了一种电化学储能电站最优功率模型预测控制(MPC)策略。该方法基于电力转换系统(PCS)并网电压和电流建立储能电站功率预测模型,实现电站功率的一步预测。功率预测误差作为功率调节反馈量,用于修正参考功率输入。考虑到电池的充电状态(SOC)约束,将 SOC 划分为不同的状态。以 SOC 作为功率调节反馈,根据电池 SOC 的范围调节电池舱的功率,防止 SOC 超过极限值,同时计算储能电站的功率损耗,提高能源效率。目标函数是使电站的功率偏差和功率损耗最小。通过求解目标函数,获得变流器输出的最优开关电压矢量,从而实现储能电站的最优功率控制。储能电站各种应用场景的仿真结果表明,所提出的控制策略能使储能电站的功率快速、准确地跟踪电网调度的需求,实现了电化学储能电站的最优功率控制。
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Optimal Power Model Predictive Control for Electrochemical Energy Storage Power Station
Aiming at the current power control problems of grid-side electrochemical energy storage power station in multiple scenarios, this paper proposes an optimal power model prediction control (MPC) strategy for electrochemical energy storage power station. This method is based on the power conversion system (PCS) grid-connected voltage and current to establish a power prediction model for energy storage power stations, achieving a one-step prediction of the power of the power station. The power prediction error is used as a power regulation feedback quantity to correct the reference power input. Considering the state of charge (SOC) constraint of the battery, partition the SOC into different states. Using SOC as the power regulation feedback, the power of the battery compartment can be adjusted according to the range of the battery SOC to prevent SOC from exceeding the limit value, simultaneously calculating the power loss of the energy storage power station to improve the energy efficiency. The objective function is to minimize the power deviation and power loss of the power station. By solving the objective function, the optimal switching voltage vector of the converter output is achieved to achieve optimal power control of the energy storage power station. The simulation results in various application scenarios of the energy storage power station show that the proposed control strategy enables the power of the storage station to quickly and accurately track the demand of grid scheduling, achieving the optimal power control of the electrochemical energy storage power station.
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