LIU Haiyang, ZHAO Kequan, ZHANG Xingong, WAN Xuan, CHE Hao
Accepted: 2026-04-24
To address the challenges of high-dimensional state spaces, the infeasibility of exhaustive enumeration, and the difficulty of discrete-state modeling in power system reliability assessment, this paper proposes a two-stage reliability evaluation method that integrates a branch search algorithm with a Wasserstein Generative Adversarial Network with Gradient Penalty (WGAN-GP). In the first stage, the entire system is decomposed into two subsystems: generators and transmission lines. Potential critical states are efficiently identified through prefix expansion, upper-lower bound criteria, and logical pruning, thereby avoiding the need to evaluate all system states as required by traditional enumeration methods. To account for transmission constraints, a maximum-flow-based evaluation algorithm is developed for the line subsystem, which can rapidly determine system supply capability without relying on power flow equations, significantly improving state evaluation efficiency. In the second stage, high-value samples obtained from the state space via the branch search algorithm are used to train a WGAN-GP generative model. By combining the Wasserstein distance with gradient penalty, stable continuous relaxation training is achieved, enabling sample augmentation and diversity generation within the critical region. Experimental results demonstrate that, for the RBTS system, the proposed method achieves a 98.5% coverage rate with only 535 evaluation analysis in 6.75 s. For the RTS-79 system, 2,070,564 critical states are identified within 15.82 s. Moreover, compared with traditional Monte Carlo simulation (MCS), the proposed method yields reliability indices LOLP and Expected Demand EDNS that are highly consistent with MCS results. The relative error is approximately 1.1016% for LOLP and 1.4064% for EDNS, fully validating the proposed model's high efficiency, stability, and accuracy.