基于大语言模型引导符号回归的变构型AUV自适应控制

Adaptive Control of Morphing AUV based on Large Language Model Guided Symbolic Regression

  • 摘要:目的】针对爬游混合型自主水下航行器在构型转换过程中面临的剧烈非线性动态变化及安全稳定控制难题,提出一种基于大语言模型(LLM)驱动的双环符号自适应控制(DSAC)框架。【方法】该框架由慢速自适应环(~0.1 Hz)和快速控制环(100 Hz)组成。在慢速环中,利用LLM作为“物理推理器”,基于肢体构型语义生成结构先验,引导符号回归(SR)引擎从残差数据中快速发现显式解析的阻力定律。在快速环中,设计基于李雅普诺夫的安全滤波器,在更新控制律前对生成模型的耗散性进行实时验证,确保系统在动力学突变下的理论稳定性。【结果】在仿真环境中开展验证,结果表明:DSAC框架能够准确监测变形过程中的流体耦合效应,在多种变形场景下,其轨迹跟踪误差较传统PID及鲁棒模型参考自适应控制(MRAC)减少约25%,均方根误差(RMSE)降至0.054 m/s。【结论】所提出的DSAC框架有效解决了变构型AUV动力学建模中未知模型结构、搜索效率低和物理合理性差三大挑战,通过LLM引导与安全验证的结合,兼顾了适应性与稳定性。

     

    Abstract: Objectives Hybrid crawling-swimming Autonomous Underwater Vehicles (AUVs) possess the unique capability to traverse both the water column and the seabed, yet their operation is plagued by drastic, nonlinear dynamic changes during configuration shifting (morphing), posing significant challenges for safe and stable control. To address this, this paper proposes a novel adaptive control framework. Methods We present a novel Dual-Loop Symbolic Adaptive Control (DSAC) architecture. In the slow adaptation loop (~0.1 Hz), a Large Language Model (LLM) functions as a “physics reasoner,” generating structural priors based on configuration semantics to guide a Symbolic Regression (SR) engine. In the fast control loop (100 Hz), a Lyapunov-based safety filter verifies the stability of the generated model before updating the controller. Results Experimental results in a high-fidelity simulator across diverse morphing scenarios (gradual, step, sinusoidal) demonstrate that our framework autonomously discovers configuration-dependent drag laws, reducing tracking error by approximately 25% compared to robust Model Reference Adaptive Control (MRAC) and PID baselines, while ensuring theoretical stability during complex mode transitions. Conclusions The proposed DSAC framework effectively addresses three major challenges in morphing AUV dynamics modeling: unknown model structure, low search efficiency, and poor physical plausibility. By integrating LLM-guided symbolic discovery with rigorous stability verification, it achieves a unified balance between adaptability and stability.

     

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