基于QSVT的三相不平衡潮流计算
QSVT-Based Three-Phase Unbalanced Power Flow
- Stony Brook University（石溪大学）
机构由 AI 辅助整理，请以论文原文为准。
AI总结：
该研究提出基于QSVT的三相不平衡潮流求解器QSVT-3PF，通过正则化奇异值滤波器提升鲁棒性，经IEEE测试系统验证其性能与经典牛顿基准相当，可用于大型不平衡配电系统。
AI中文摘要：
本文介绍了QSVT-3PF，这是一种基于量子奇异值变换（QSVT）的求解器，用于处理嵌入了单相网侧换流器（GFM）运行的三相不平衡潮流问题。其贡献有三：1）利用归一化块编码的相域雅可比矩阵，将牛顿校正重新表述为QSVT兼容的逆问题；2）引入正则化奇异值滤波器，以提升病态和应力运行条件下的鲁棒性；3）在集成了单相GFM的IEEE 5节点系统和IEEE 123节点测试馈线上验证了该求解器。测试结果表明，QSVT-3PF在残差收敛、电压分布及最终运行点上与经典牛顿基准一致，证明了QSVT-3应用于大型不平衡配电系统的可行性。
英文摘要：
This letter introduces QSVT-3PF, a quantum singular value transformation (QSVT) based solver for three-phase unbalanced power flow with embedded single-phase grid-forming inverter (GFM) operation. The contributions are threefold: 1) reformulating the Newton correction as a QSVT-compatible inverse problem using a normalized block-encoded phase-domain Jacobian; 2) introducing a regularized singular-value filter to improve robustness under ill-conditioned and stressed operating conditions; and 3) validating the proposed solver on an IEEE 5-bus system and the IEEE 123-node test feeder with single-phase GFM integration. Test results show that QSVT-3PF matches the classical Newton benchmark in residual convergence, voltage profile, and final operating point, demonstrating the feasibility of QSVT-3 for large, unbalanced distribution systems.
