Research Papers 论文研究 4h ago Updated 2h ago 更新于 2小时前 45

Neural operator learning for collision-aware trajectory planning of spacecraft swarms 用于航天器集群碰撞感知轨迹规划的神经算子学习

A permutation-equivariant neural operator maps distributions of spacecraft, targets, and debris to collision-aware trajectories for an entire swarm in a single forward pass Training is fully self-supervised, combining physics objectives with adversarial threats generated against the model's own rollouts, requiring no optimal-trajectory labels The model trained on 10 spacecraft generalizes zero-shot to swarms of 1,000 amid 11,000+ catalogued debris objects, matching per-agent optimal-control solv 提出置换等变神经算子,单次前向传播即可为整个航天器集群生成碰撞感知轨迹,突破传统优化扩展性瓶颈 结合分批高斯-牛顿优化强制执行精确轨道动力学,训练无需最优轨迹标签,融合自监督物理目标与对抗性威胁 在10个航天器上训练后零样本泛化至1000个航天器集群,面对超11000个编目碎片物体 匹配最优控制求解器精度,有效规避碎片盲基线无法应对的最坏情况威胁,集群内接近度降低数倍 为拥挤轨道环境下的自主导航提供快速、可扩展的物理约束学习替代方案

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Impact 影响力

Analysis 深度分析

TL;DR

  • A permutation-equivariant neural operator maps distributions of spacecraft, targets, and debris to collision-aware trajectories for an entire swarm in a single forward pass
  • Training is fully self-supervised, combining physics objectives with adversarial threats generated against the model's own rollouts, requiring no optimal-trajectory labels
  • The model trained on 10 spacecraft generalizes zero-shot to swarms of 1,000 amid 11,000+ catalogued debris objects, matching per-agent optimal-control solver accuracy
  • A batched Gauss-Newton finish enforces exact orbital dynamics, ensuring physical feasibility of generated trajectories
  • The approach significantly reduces intra-swarm proximity and evades worst-case adversarial threats that debris-blind baselines cannot handle

Why It Matters

This work addresses a critical scalability bottleneck in autonomous space operations: classical trajectory optimization becomes intractable as pairwise safety constraints grow quadratically with swarm size, while existing learning-based planners fail to transfer across different swarm configurations and debris densities. For AI practitioners working in safety-critical multi-agent systems, this demonstrates how physics-grounded neural operators can achieve both generalization and exact constraint enforcement simultaneously.

Technical Details

  • Architecture: Permutation-equivariant neural operator that takes as input the joint distribution of spacecraft positions, target states, and debris catalog, and outputs collision-aware trajectories for all agents in a single forward pass
  • Training paradigm: Fully self-supervised without optimal-trajectory labels; combines physics-based objectives (orbital dynamics compliance) with adversarial training where threats are generated against the model's own rollouts
  • Post-processing: Batched Gauss-Newton finisher enforces exact orbital dynamics constraints, bridging the gap between learned approximations and physically feasible solutions
  • Scale and generalization: Trained on 10 spacecraft, zero-shot tested on swarms of 1,000 agents operating among 11,000+ catalogued debris objects
  • Performance: Matches per-agent optimal-control solver accuracy while reducing intra-swarm proximity several-fold and successfully evading worst-case adversarial threats

Industry Insight

  • Physics-grounded operator learning represents a viable path toward real-time multi-agent planning in high-dimensional constraint spaces, applicable beyond aerospace to autonomous vehicle coordination and robotic swarms
  • The adversarial self-training approach—generating threats against one's own rollouts—offers a general recipe for building robustness in safety-critical planning systems without requiring labeled optimal solutions
  • As orbital congestion intensifies, scalable collision-aware planning will become a hard requirement for any large-scale space mission; this work establishes a new benchmark for zero-shot generalization across agent counts and environmental densities

TL;DR

  • 提出置换等变神经算子,单次前向传播即可为整个航天器集群生成碰撞感知轨迹,突破传统优化扩展性瓶颈
  • 结合分批高斯-牛顿优化强制执行精确轨道动力学,训练无需最优轨迹标签,融合自监督物理目标与对抗性威胁
  • 在10个航天器上训练后零样本泛化至1000个航天器集群,面对超11000个编目碎片物体
  • 匹配最优控制求解器精度,有效规避碎片盲基线无法应对的最坏情况威胁,集群内接近度降低数倍
  • 为拥挤轨道环境下的自主导航提供快速、可扩展的物理约束学习替代方案

为什么值得看

本文首次将神经算子学习引入航天器集群轨迹规划领域,解决了经典最优控制在大规模集群中计算复杂度爆炸的核心难题。通过置换等变架构实现零样本泛化,为未来大规模星座在拥挤轨道中的自主安全运行提供了可落地的技术路径。

技术解析

  • 核心架构:置换等变神经算子直接将航天器、目标和碎片的分布状态映射到整个集群的碰撞感知轨迹,单次前向传播完成规划,避免逐代理优化的组合爆炸问题。
  • 训练策略:无需最优轨迹标签,采用自监督物理目标与对抗性威胁生成相结合的训练范式,对抗威胁针对模型自身展开轨迹生成,增强鲁棒性。
  • 动力学约束:引入分批高斯-牛顿优化器作为后处理步骤,强制执行精确轨道动力学约束,确保生成轨迹的物理可行性。
  • 泛化与性能:在10个航天器规模上训练,零样本泛化至1000个航天器集群,面对超11000个编目碎片物体,精度匹配逐代理最优控制求解器。
  • 安全验证:在对抗性威胁场景下显著优于碎片盲基线,集群内航天器接近度降低数倍,验证了碰撞规避能力。

行业启示

  • 神经算子学习在航天器集群规划中展现出优异的扩展性,为未来大规模星座(如星链级)的自主轨道管理提供了可行的技术路线。
  • 物理约束与对抗训练的结合策略,为安全关键领域AI系统的训练提供了可借鉴的方法论,平衡了学习效率与安全性。
  • 零样本泛化能力降低了模型部署成本,使系统能够快速适应不同规模的集群和动态变化的碎片环境,具有工程实用价值。

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