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Game Theoretic Approach for Achieving Optimum Overall Efficiency in DC/DC Converters

机译:在DC / DC转换器中实现最佳总体效率的博弈论方法

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摘要

Power electronic converters are often used in parallel both for efficiency and reliability improvement. Numerous approaches have been documented, but so far, to the best knowledge of the authors, there is no general proof demonstrating if a given configuration would lead to maximum overall efficiency throughout the whole load range. Finding a general answer is complicated by the large number of topologies and load sharing strategies that are used. This paper endeavors to find a generic solution to the question, Which current sharing technique yields best results in terms of overall efficiency?, by using a game theoretic approach and a generalized form of efficiency load current characteristic. The authors start from the assumption that each converter in parallel can be modeled as an agent endowed with intelligence, able to choose a strategy in order to achieve a target. The method is applied to dc/dc converters in general and as an example to the buck converter. Nevertheless, the results can be generalized to other converter types (in the case of ac, additional dimensions will appear, such as reactive power, phase, or frequency) or to other energy conversion or transmission devices.
机译:功率电子转换器通常并行使用,以提高效率和可靠性。已经记录了许多方法,但是到目前为止,据作者所知,尚无通用证据证明给定的配置是否会在整个负载范围内带来最大的整体效率。由于使用了大量的拓扑和负载共享策略,因此很难找到一般的答案。本文致力于通过博弈论方法和效率负载电流特性的广义形式,找到一个通用的解决方案,即哪种电流共享技术在整体效率方面能产生最佳结果?作者从这样的假设开始,即每个并行转换器都可以建模为具有智能的代理,能够选择策略以实现目标。该方法通常适用于dc / dc转换器,例如适用于降压转换器。但是,结果可以推广到其他类型的转换器(在交流电的情况下,会出现其他尺寸,例如无功功率,相位或频率)或其他能量转换或传输设备。

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