Active voltage sensorless supercapacitor bank balancer with peak current protection

V. Yuhimenko, G. Geula, G. Agranovich, M. Averbukh, A. Kuperman
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引用次数: 1

Abstract

In this paper, average modeling of a dual-supercapacitor bank, actively balanced by a bidirectional buck-boost converter is presented. In such a system, natural balancing is achieved when the converter is operated in open loop with 50% duty cycle, eliminating the need for measuring the voltage of each storage device. Nevertheless, excessive currents arise even for slight voltage misbalance because of the highly underdamped nature of the system. In order to remedy this drawback, bidirectional pulse-by-pulse inductor current limitation is introduced, which is equivalent to adding a peak-current-mode-like control loop to the system. Since the duty cycle never exceeds 50%, compensation ramp is not required to maintain stability. On the other hand, while the uncontrolled system dynamics is linear, introducing the current limit mechanism turns the closed loop dynamics into a nonlinear one, burdening the analysis task and thus calling for suitable average model to perform fast simulations for system analysis. Dynamical equations of the system are developed in order to derive the switching-cycle-averaged model. Simulations support the presented findings.
具有峰值电流保护的有源无电压传感器超级电容器组平衡器
本文建立了双超级电容器组的平均模型,该组由双向升压-降压变换器主动平衡。在这样的系统中,当转换器在50%占空比的开环中运行时,实现了自然平衡,从而消除了测量每个存储设备电压的需要。然而,由于系统的高度欠阻尼特性,即使轻微的电压不平衡也会产生过大的电流。为了弥补这个缺点,引入了双向脉冲电感电流限制,这相当于在系统中添加了一个峰值电流模式的控制回路。由于占空比从不超过50%,因此不需要补偿斜坡来保持稳定性。另一方面,非受控系统动力学是线性的,而电流限制机制的引入使闭环动力学变成了非线性动力学,增加了分析任务的负担,因此需要合适的平均模型来进行系统分析的快速仿真。建立了系统的动力学方程,导出了切换周期平均模型。模拟支持所提出的发现。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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