直流微电网系统中的恒功率负载:基于无源控制的双输入集成直流-直流转换器

Amarendra Reddy B , Ch Nayak Bhukya , Allam Venkatesh
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引用次数: 0

摘要

本文研究了一种基于无源的非线性控制技术,用于直流微电网系统中具有恒压和功率负载的集成双输入DC-DC变换器的设计和实现。在恒功率负载(CPL)中,当输入电压相对于输入电流发生变化时,变换器在电能质量、动态和稳定性方面的性能受到负增量阻抗特性(NII)的影响。由于这一点,在系统中有不希望的极限环行为。采用非线性无源控制技术(PBC)来解决这一问题。采用欧拉-拉格朗日方法对集成变换器系统和PBC策略进行了建模。在三种不同的不确定性条件下测试了控制器的弹性和不同阻尼阻力下的鲁棒性。PBC控制方法消除了由CPL引起的极限环,保证了系统稳定运行,在不确定情况下恢复时间更快,约为0.15 s。该研究进一步考察了PBC在一系列主动阻尼控制增益(R3d=0.095和R4d=0.045)下的弹性,结果表明,在不确定条件下,较低的阻尼增益可以快速恢复。在MATLAB环境下对该控制器的完整系统进行了仿真,并给出了验证结果。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Constant power load in DC microgrid system: A passivity based control of two input integrated DC-DC converter
This article investigates the design and implementation of a passivity-based nonlinear control technique for an integrated two input DC-DC converter with constant voltage and power loads in a DC microgrid system. In constant power loads (CPL), when input voltage changes with respect to input current, the converter's performance in terms of power quality, dynamics, and stability are affected by the negative increment impedance characteristic (NII). Due to this, there is undesirable limit cycle behaviour in the system. The nonlinear passivity-based control technique (PBC) is employed to address this issue. The integrated converter system and PBC strategy are modelled using the Euler-Lagrange approach. The controller's resilience is tested under three different uncertainty conditions and robustness with different damping resistances. The PBC control approach ensures the elimination of limit cycles caused by the CPL, and ensures the stable system operation with faster recovery time of approximately 0.15 ss under uncertainty circumstances. The study further examined the PBC resilience across a range of active damping control gains (R3d=0.095 and R4d=0.045), and it is shown that lower damping gains give speedy recovery under the uncertainty conditions. A complete system with the proposed controller is simulated in a MATLAB environment, and validated results are presented.
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