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arXiv 2609.14374eess.SYcs.AIcs.SY

LLaTSA:大语言模型对齐的通用暂态稳定分析

LLaTSA: Large Language Model-Aligned General-Purpose Transient Stability Analysis

Chao Shen, Hongwei Zhen, Junyan Shao, Zhenghao Yang, Yifan Zhang, Mingyang Sun

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中文总结 AI 辅助

LLaTSA通过文本前缀、词汇对齐和稀疏MoE骨干,结合状态变量耦合模块,实现通用且高效的暂态稳定轨迹预测与判别。

中文摘要 AI 辅助

动态轨迹预测已成为数据驱动暂态稳定分析(TSA)的重要范式,然而现有的大多数预测器仍局限于特定系统,当网络配置、发电组合或状态变量集合发生变化时,需要大量重新训练。Uni-TSA引入了通用TSA框架,将通道独立建模与预训练的大语言模型(LLM)预测器相结合。然而,其在异构系统中的应用受到短观测数据模糊性、数值轨迹与LLM嵌入之间的不匹配、状态变量间耦合被忽略以及密集骨干网络高推理成本的限制。本文提出LLaTSA,一种面向通用基于轨迹TSA的LLM对齐框架。LLaTSA首先通过结构化文本前缀纳入运行条件、扰动属性和状态变量标识。然后,在利用预训练的稀疏解码器专用混合专家(MoE)骨干处理之前,将归一化的时间补丁与TSA相关词汇表对齐。状态变量耦合模块捕获故障后的协调演化,而教师强制和基于展开的训练支持迭代长时域预测。在多个测试系统上的案例研究表明,LLaTSA实现了准确的轨迹预测、可靠的稳定性判别以及跨未见场景的有效适应。

英文摘要

Dynamic trajectory prediction has become an important paradigm for data-driven transient stability analysis (TSA), yet most existing predictors remain system-specific and require substantial retraining when network configurations, generation mixes, or state-variable sets change. Uni-TSA introduced a general-purpose TSA framework that combines channel-independent modeling with a pretrained large language model (LLM) predictor. Nevertheless, its application to heterogeneous systems is limited by ambiguity in short observations, a mismatch between numerical trajectories and LLM embeddings, neglected coupling among state variables, and the high inference cost of dense backbones. This paper proposes LLaTSA, an LLM-aligned framework for general-purpose trajectory-based TSA. LLaTSA first incorporates operating conditions, disturbance attributes, and state-variable identity through a structured textual prefix. It then aligns normalized temporal patches with a TSA-related vocabulary before processing them with a pretrained sparse decoder-only mixture-of-experts (MoE) backbone. A state-variable coupling module captures coordinated post-fault evolution, while teacher forcing and rollout-based training support iterative long-horizon prediction. Case studies on multiple test systems demonstrate accurate trajectory prediction, reliable stability discrimination, and effective adaptation across unseen scenarios.

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