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Multi-task diffusion graph model for aero-electromagnetic analysis of blended-wing-body configurations

  • Chunyun Li
  • , Bowen Shu
  • , Ke Zhao
  • , Longzhou Yu
  • , Yongbo Li
  • , Huan Zhao
  • Northwestern Polytechnical University Xian
  • Aerospace Technology Institute of CARDC
  • National Key Laboratory of Aircraft Configuration Design

科研成果: 期刊稿件文章同行评审

摘要

Blended-wing-body configurations require coordinated assessment of aerodynamic loading and electromagnetic scattering characteristics; however, high-fidelity computational fluid dynamics and computational electromagnetics solvers remain too expensive for large-scale computations. We propose a multi-task diffusion graph neural network (GNN) defined on unstructured surface meshes that jointly predicts the surface pressure-coefficient field Cp, the global aerodynamic coefficients (CL, CD), and mean monostatic radar cross section (RCS) levels under horizontal and vertical polarizations (RH, RV). The node field and global scalars are concatenated into a joint diffusion state and denoised by a hierarchical, mesh-aware graph neural network; physical consistency between Cp and (CL, CD) is encouraged by a surface-integral regularizer, and task-appropriate conditioning is enforced through hard-gated masking for the mean-RCS branch. On a dataset of 3800 geometries evaluated at Mach numbers 0.60, 0.85, and 1.50 and angles of attack 2 ° and 6 °, the model attains R 2 = 0.969 for C p, mean absolute errors (MAEs) of 0.0065/0.0013 for CL / CD, and MAEs of 0.381/0.358 dB for (RH, RV) on a geometry-disjoint test set. The reported errors should therefore be interpreted as solver-level surrogate fidelity with respect to the label-generation pipelines, rather than as independent experimental validation. In the long-step setting, inference provides an approximately 35 × wall-clock speedup for the coupled aerodynamic–electromagnetic outputs relative to the solver pipelines used for label generation. In a short-step setting focused on Cp, the full pressure field is produced in 2.705 s per sample.

源语言英语
文章编号057104
期刊Physics of Fluids
38
5
DOI
出版状态已出版 - 1 5月 2026

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