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Self-Charging System of Electric Vehicles: An Optimization Model with no Traffic Interactions

机译:电动汽车的自动充电系统:没有交通干扰的优化模型

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The battery packs are one of the primary sources of energy for the electric vehicles (EVs), In order to achieve the maximum power, the structural complexity of battery has to be raised with arrays of thousands of cells. However, this has also raised the cost of battery packs which is around half the cost of an EV. This has given the concept of inductive wireless charging (IWC), which could instantly charge the running EVs, while decreasing the size and thereby cost of the battery packs to a considerable extent. In this paper, the focus is to analyze an electric vehicle self-charging system (SCS), where such a system has been considered as a constrained optimization problem. The SCS contains a set of power transmitters which provide the facility of self-charging, where optimization is required during transition between different set-points of these power transmitters. This optimization will be achieved here by deriving an Augmented Lagrangian-based cost function. Moreover, the proposition is built on a condition where there are no traffic interactions. Performance evaluations under different constraints ensure accuracy of the proposed system.
机译:电池组是电动汽车(EV)的主要能源之一,为了实现最大功率,必须通过成千上万个电池阵列来提高电池的结构复杂性。但是,这也增加了电池组的成本,大约是电动汽车成本的一半。这就提出了感应无线充电(IWC)的概念,该概念可以立即为运行中的EV充电,同时减小尺寸并因此在很大程度上降低了电池组的成本。在本文中,重点是分析电动汽车自充电系统(SCS),其中该系统已被视为约束优化问题。 SCS包含一组功率变送器,这些功率变送器提供了自我充电的功能,在这些功率变送器的不同设定点之间的转换过程中,需要进行优化。此优化将通过推导基于拉格朗日的成本函数来实现。此外,该提议建立在没有交通互动的条件下。在不同约束条件下的性能评估可确保所提出系统的准确性。

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