Optimized planning of chargers for electric vehicles in distribution grids including PV self-consumption and cooperative vehicle owners

Biswarup Mukherjee, Fabrizio Sossan
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Abstract

This paper presents a mathematical model to site and size the charging infrastructure for electric vehicles (EVs) in a distribution grid to minimize the required capital investments and maximize self-consumption of local PV generation jointly. The formulation accounts for the operational constraints of the distribution grid (nodal voltages, line currents, and transformers' ratings) and the recharging times of the EVs. It explicitly models the EV owners' flexibility in plugging and unplugging their vehicles to and from a charger to enable optimal utilization of the charging infrastructure and improve self-consumption (cooperative EV owners). The problem is formulated as a mixed-integer linear program (MILP), where nonlinear grid constraints are approximated with linearized grid models.

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配电网中电动汽车充电器的优化规划,包括光伏自耗和合作车主
本文提出了一个数学模型,用于在配电网中选址和确定电动汽车充电基础设施的规模,以最大限度地减少所需的资本投资,并最大限度地提高当地光伏发电的自耗。该公式考虑了配电网的运行约束(节点电压、线路电流和变压器额定值)和电动汽车的充电时间。它明确模拟了电动汽车车主在将车辆插入充电器和从充电器拔出插头方面的灵活性,以实现充电基础设施的最佳利用并提高自身消耗(合作电动汽车车主)。该问题被公式化为混合整数线性规划(MILP),其中非线性网格约束用线性化网格模型近似。
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