用大模型+智能架构实现水下无人艇自主容错控制
LASSA Architecture-Based Autonomous Fault-Tolerant Control of Unmanned Underwater Vehicles

- 基于LASSA架构,让大模型自主识别故障并重规划任务
- 实测中成功处理舵失效,调整转弯半径与速度完成任务
- 双闭环协同控制,兼顾决策智能与实时响应
无人水下航行器(UUV)在通信受限环境中需持续运行,要求在故障条件下具备高水平自主容错控制能力。现有方法依赖预设硬编码规则,难以应对未知故障。尽管大语言模型(LLMs)具备强大认知与推理能力,其固有的幻觉问题仍是其应用于UUV控制的主要障碍。本文提出基于LASSA(LLM-based Agent with Solver, Sensor and Actuator)架构的智能控制方法。该架构中,大模型通过自主推理识别未知故障并完成任务重规划,无需硬编码规则;智能代理负责感知、调度与决策评估;求解器在指令发送至执行器前验证物理边界可行性约束。该架构有效抑制物理不可行的模型幻觉,确保决策可解释、可验证。此外,系统实现快慢双闭环协同控制:慢环负责高层动态决策,快环保障高频实时控制,兼顾决策智能与控制时效性。湖试实验在正常及舵面故障条件下均表现良好:系统检测到轨迹跟踪异常,将转弯半径由4m调整至12m,速度从2kn降至1kn,首次调用即通过全部三项求解器约束,成功引导UUV完成全程任务;正常工况下全程未触发误报故障警报。
原文摘要 · Abstract (English)
Unmanned underwater vehicles (UUVs) operate persistently in communication-constrained environments, thus requiring high-level autonomous fault-tolerant control under faulty operating conditions. Existing approaches rely heavily on predefined hard-coded rules and struggle to achieve effective fault-tolerant control against unforeseen faults. Although large language models (LLMs) possess powerful cognitive and reasoning capabilities, their inherent hallucinations remain a major obstacle to their application in UUV control systems. This paper proposes an intelligent control method based on the LASSA (LLM-based Agent with Solver, Sensor and Actuator) architecture. Within this architecture, an LLM identifies unknown faults and accomplishes task replanning via autonomous reasoning without hard-coded rules; the intelligent agent undertakes perception, scheduling and decision evaluation; the solver verifies physical boundary feasibility constraints prior to command transmission to the actuators. This architecture suppresses physically infeasible LLM hallucinations and ensures interpretable, verifiable decision-making. Moreover, it enables fast-slow dual closed-loop collaborative control, where the slow loop undertakes high-level dynamic decision-making and the fast loop guarantees high-frequency real-time control, simultaneously balancing decision intelligence and control timeliness. Lake experiments under normal and lower-rudder-fault conditions show that the framework detects trajectory tracking abnormalities, replans the route by adjusting the turning radius from 4m to 12m and reducing speed from 2kn to 1kn, passes all three solver constraints on the first invocation, and guides the UUV to complete the full mission; under normal conditions no false fault alarms are raised throughout the run.
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