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Near time optimal recovery in a digitally current mode controlled buck converter driving a CPL

机译:在驱动CPL的数字电流模式控制的降压转换器中实现近时最佳恢复

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Stability of a distributed power architecture (DPA) still remains a major concern, even though individual stand-alone DC-DC converters are designed with sufficient (small-signal) stability margins. In such architectures, a tightly regulated point-of-load (PoL) converter resembles a constant power load (CPL) which introduces a negative-impedance effect to the source converter. This effect may introduce limit cycle oscillation (LCO) and may eventually destabilize the overall DPA. In this paper, a source buck converter is considered under digital current-mode control (DCMC) with a proportional-integral (PI) voltage controller, which is driving a CPL buck converter. During a power step-transient in the CPL, stable controller gain ranges under DCMC are computed for the source converter for individual operating conditions. Thereafter, a phase-plane based geometric framework is proposed to compute the optimal proportional gain for the source converter to achieve near time optimal recovery. A hardware prototype is made with 50 W nominal power ratings for individual converters. Analytical predictions and improved performance are validated experimentally.
机译:即使将独立的独立DC-DC转换器设计为具有足够的(小信号)稳定性裕量,分布式电源体系结构(DPA)的稳定性仍然是一个主要问题。在这样的架构中,严格调节的负载点(PoL)转换器类似于恒定功率负载(CPL),这会给源转换器带来负阻抗效应。这种影响可能会引入极限循环振荡(LCO),并最终使整个DPA不稳定。在本文中,考虑采用带比例积分(PI)电压控制器的数字电流模式控制(DCMC)下的源降压转换器,该控制器正在驱动CPL降压转换器。在CPL中的功率阶跃瞬变过程中,针对单个工作条件,针对源转换器计算了DCMC下的稳定控制器增益范围。此后,提出了一种基于相平面的几何框架来计算源转换器的最佳比例增益,以实现近时最佳恢复。硬件原型的额定功率为50 W,适用于各个转换器。分析预测和改进的性能已通过实验验证。

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