Ill-Conditioned Power Flow Analysis Using a Quantized State-Based Approach
Liya Huang, Federico Milano, and Georgios Tzounas

TL;DR
This paper introduces a novel quantized-state approach to power flow analysis using Newton flow, improving robustness and adaptive control in ill-conditioned systems, demonstrated on a large synthetic test system.
Contribution
It presents a new quantized-state method for power flow analysis that enhances robustness and adaptive step-size control in ill-conditioned scenarios.
Findings
Improved robustness in ill-conditioned power flow cases.
Effective adaptive step-size control via state quantization.
Validated approach on ACTIVSg70k test system.
Abstract
This paper focuses on power flow analysis through the lens of the Newton flow, a continuous-time formulation of Newton's method. Within this framework, we explore how quantized-state concepts, originally developed as an alternative to time discretization, can be incorporated to govern the evolution of the Newton flow toward the power flow solution. This approach provides a novel perspective on adaptive step-size control and shows how state quantization can enhance robustness in illconditioned cases. The performance of the proposed approach is discussed with the ACTIVSg70k synthetic test system.
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Taxonomy
TopicsPower System Optimization and Stability · Model Reduction and Neural Networks · Numerical Methods and Algorithms
