专注细节:新方法让AI更精准保留3D设计的微小几何特征。
Attention to Detail: Fine-Scale Feature Preservation-Oriented Geometric Pre-training for AI-Driven Surrogate Modeling
- 分离几何特征提取与物理任务,用重建损失学习隐空间表示。
- 在结构力学任务中实现少样本高精度物理预测,优于传统方法。
- 适合需要精细几何保真的工业设计与仿真替代场景。
基于AI的代理建模已成为3D设计、分析和制造中替代物理仿真的有效方案。这类模型利用数据驱动方法预测传统上需昂贵计算的物理量。然而,标注的CAD到仿真数据集稀缺,推动了自监督和基础模型的发展,其中几何表征学习在离线阶段完成,再针对特定下游任务微调。尽管已有进展,但在要求精细几何特征保留的应用中仍受限。本文提出一种面向细粒度几何特征的自监督几何表征学习方法,从非参数化3D模型中捕捉细微几何特征。不同于端到端代理模型,该方法将几何特征提取与下游物理任务解耦,通过几何重建损失引导潜在空间嵌入。关键包括近零级采样和创新的批次自适应注意力加权损失函数,显著增强对复杂设计特征的编码能力。案例研究验证了其在结构力学中的表现,能有效捕捉设计特征并实现高精度少样本物理预测。与传统参数化代理建模相比,展示了在连接几何与物理表示方面的潜力,为数据稀缺场景下的代理建模提供有效解决方案。
原文摘要 · Abstract (English)
AI-driven surrogate modeling has become an increasingly effective alternative to physics-based simulations for 3D design, analysis, and manufacturing. These models leverage data-driven methods to predict physical quantities traditionally requiring computationally expensive simulations. However, the scarcity of labeled CAD-to-simulation datasets has driven recent advancements in self-supervised and foundation models, where geometric representation learning is performed offline and later fine-tuned for specific downstream tasks. While these approaches have shown promise, their effectiveness is limited in applications requiring fine-scale geometric detail preservation. This work introduces a self-supervised geometric representation learning method designed to capture fine-scale geometric features from non-parametric 3D models. Unlike traditional end-to-end surrogate models, this approach decouples geometric feature extraction from downstream physics tasks, learning a latent space embedding guided by geometric reconstruction losses. Key elements include the essential use of near-zero level sampling and the innovative batch-adaptive attention-weighted loss function, which enhance the encoding of intricate design features. The proposed method is validated through case studies in structural mechanics, demonstrating strong performance in capturing design features and enabling accurate few-shot physics predictions. Comparisons with traditional parametric surrogate modeling highlight its potential to bridge the gap between geometric and physics-based representations, providing an effective solution for surrogate modeling in data-scarce scenarios.
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