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A monotonic optimization based optimal discrete charging protocol for electric vehicles with multilevel charging rates

机译:基于单调优化基于多级充电率的电动汽车的最优分立充电协议

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In this paper, we propose ODCP, a novel optimal discrete charging protocol, to investigate the optimal charging strategy for Electric Vehicles (EVs) with multilevel charging rates. Unlike the assumptions in most previous works that the charging rate is continuously adjustable below the power rating and the charging process can be intermittent, the proposed ODCP model explicitly takes into account the facts that the charging rate is discrete and the charging process should not be interrupted, which is a favorable yet conventional practice to prolong the battery lifetime. Specifically, the ODCP is first formulated as a semi-infinite programming problem, which is proved to be reducible by presenting an equivalent discretized model. The discretized model is combinatorial in the charging rate and is a nonconvex optimization problem which is generally difficult to sovle. Nevertheless, by exploiting the hidden monotonicity in this model, we transform the problem into a canonical monotonic optimization problem. Based on the Polyblock outer approximation algorithm, we propose the GorPa algorithm, which efficiently solves the problem to global (η,ε)-optimal under the case when EVs' operational intervals do not overlap. We demonstrate the applicability of the proposed algorithm and show its convergence by real data simulation.
机译:在本文中,我们提出了一种新颖的最佳离散计费协议的ODCP,研究了具有多级充电速率的电动车辆(EVS)的最佳充电策略。与最先前的工作中的假设不同,即充电率在额定功率低于额定功率和充电过程中可能间歇性,所提出的ODCP模型明确地考虑到充电率是离散的事实,并且不应中断充电过程,这是一个有利但常规的练习,延长电池寿命。具体地,首先将ODCP配制成半无限编程问题,这被证明通过呈现等效的离散化模型来可降低。离散模型是充电率的组合,并且是通常难以释放的非凸不应优化问题。然而,通过利用该模型中隐藏的单调性,我们将问题转变为规范单调优化问题。基于PolyBlock外近似算法,我们提出了Gorpa算法,它有效地解决了全局(η,ε)的问题 - 当EVS的操作间隔不重叠时,在这种情况下为Optimal。我们展示了所提出的算法的适用性,并通过实际数据仿真显示其融合。

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