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Approach to Robust Stability Domains in the Space of Parametric Uncertainties for a Power System With Ideal CPL

机译:具有理想CPL的电力系统参数不确定性空间中鲁棒稳定域的方法

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摘要

Power electronic systems are prone to instability. The problem, generally attributed to the constant power load (CPL) behavior of their power electronic controlled loads, can become more acute when the systems are subject to parametric uncertainties. The structured singular value (SSV) based method has proven to be a reliable approach for assessing the stability robustness of such uncertain systems. Despite its numerous benefits, the method is not often applied to electrical power systems (EPS) with multiple uncertainties. This may be due to the mathematical complexity underlying the theory. This paper aims to make the approach more application-friendly by providing clearer insights into the meaning and usefulness of the robust stability measure for EPS with multiple parametric uncertainties. This is achieved by presenting a methodology for translating analysis results from the frequency domain to the more perceivable uncertain parameters domain. The method directly demonstrates dependences of system stability on uncertain system parameters. Further, it clearly identifies robust stability domains as subsets of the much wider stability domains. The work is based on a representative EPS connected to an ideal CPL. analysis predictions are evaluated and validated against analytical results, for example, CPL system.
机译:电力电子系统容易不稳定。当系统受到参数不确定性影响时,通常归因于其功率电子控制负载的恒定功率负载(CPL)行为的问题可能变得更加严重。基于结构奇异值(SSV)的方法已被证明是评估此类不确定系统稳定性的可靠方法。尽管有很多好处,但是该方法并不经常应用于具有多个不确定性的电力系统(EPS)。这可能是由于该理论所基于的数学复杂性。本文旨在通过更清晰地了解具有多个参数不确定性的EPS鲁棒稳定性测度的意义和实用性,使该方法更加易于应用。这是通过提出一种将分析结果从频域转换为更易理解的不确定参数域的方法来实现的。该方法直接证明了系统稳定性对不确定系统参数的依赖性。此外,它清楚地将鲁棒的稳定性域标识为更广泛的稳定性域的子集。该工作基于与理想CPL连接的代表性EPS。分析预测根据分析结果进行评估和验证,例如CPL系统。

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