arXiv:2606.19711cs.ROcs.LG2026-06

融合多项式与神经网络的可微分建模框架,提升水下航行器实测数据预测精度。

A Differentiable Composite Approximation Framework for Autonomous Underwater Vehicle Maneuvering Modeling from Sea-Trial Data

论文配图:A Differentiable Composite Approximation Framework for Autonomous Underwater Vehicle Maneuvering Modeling from Sea-Trial Data
图 1 · 摘自论文原文
  • 将多项式基与神经适应基作为可微组件联合优化,统一建模框架。
  • 在7米级AUV实测数据上,轨迹与速度预测误差显著低于纯多项式、纯神经网络等基线。
  • 支持海洋流影响补偿,适合实际海试数据驱动的自主水下航行器建模应用。

基于船载测量数据的实地建模可生成反映真实运行特性的自主水下航行器(AUV)机动模型。从逼近视角看,传统机动模型使用预设的多项式基,而数据驱动模型采用数据自适应基。受此基函数思想启发,本文提出一种可微分的复合逼近框架,将多项式基成分与数据自适应基成分视为单一预测器中可微部分,并联合校准。开发了基于梯度的协同校准方法,用于全尺寸AUV机动预测:敏感性感知机制控制多项式更新范围,神经残差在共享目标下捕捉剩余非线性偏差。为处理实测数据中的洋流影响,引入基于转向运动的洋流估计与补偿流程,构建洋流补偿后的学习目标用于训练与推演。该框架利用一艘7米级AUV在多种机动条件下采集的海试数据进行评估。结果表明,相比仅用多项式、仅用神经网络以及固定先验的混合基线,所提方法在递归轨迹与速度预测上均有显著提升,验证了其在实测数据驱动的AUV机动建模中的适用性。

原文摘要 · Abstract (English)

Field-based modeling from onboard measurements can produce autonomous underwater vehicle (AUV) maneuvering models that reflect real operating characteristics. From an approximation perspective, conventional maneuvering models use predefined constraint polynomial bases, whereas data-driven models use data-adaptive bases. Motivated by this basis-function view, this paper presents a differentiable composite-approximation formulation, in which the polynomial-basis component and the data-adaptive basis component are treated as differentiable parts of a single predictor and calibrated jointly. A gradient-based co-calibration method is developed for full-scale AUV maneuvering prediction, where a sensitivity-aware mechanism regulates bounded polynomial updates while the neural residual captures remaining nonlinear discrepancies under a shared prediction objective. To account for ocean-current effects in field data, a turning-motion-based current estimation and compensation procedure is incorporated to construct current-compensated learning targets for training and rollout. The framework is evaluated using sea-trial data collected from a 7-meter AUV under multiple maneuvering conditions. Results show that the proposed method improves recursive trajectory and velocity prediction compared with polynomial-only, neural-only, and frozen-prior hybrid baselines, demonstrating its applicability to field-data-based AUV maneuvering modeling.

AUV建模可微分逼近海试数据

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