Software

Hermit

Reissner-Mindlin shell solver.

Version 0.1.0

Distribution Statement A. Approved for public release: distribution is unlimited. Approved AFRL-2026-1633

Hermit is a linear-static Reissner-Mindlin shell solver built on FEniCSx and wrapped as CSDL custom operations. Compliance, mass, center of gravity, stress and nodal fields are differentiable with respect to thickness, composite ply layup, applied loads and mesh coordinates. It supports gradient-based design of composite shell structures.

Compliance minimization of an aluminum transonic wingbox at fixed mass. Hermit sizes 111 panel thicknesses under a 30 kPa pressure load and 2.5 g self-weight, and PySLSQP reduces compliance from 356 kJ to 232 kJ in 109 iterations.

References

  1. Luca Scotzniovsky, Nicholas C. Orndorff, Andrew H. Fletcher, Jason Kao, John T. Hwang. Large-Scale Multidisciplinary Design Optimization of a Blended Wing Body Aircraft Using Mid-Fidelity, Multi-Point Analysis. AIAA AVIATION 2026 Forum, 2026. Distribution Statement A: Approved for public release; distribution is unlimited. PA# AFRL-2026-2042
    DOIPDF
  2. Bingran Wang, Michael Warner, Aoran Tian, Luca Scotzniovsky, John T. Hwang. A comparative study of uncertainty quantification methods in gust response analysis of a Lift-Plus-Cruise eVTOL aircraft wing. AIAA SCITECH 2025 Forum, 2025.
    DOIPDF
  3. Bingran Wang, Seongha Jeong, Sebastiaan P. C. van Schie, Dongyeon Han, Jaeho Min, John T. Hwang. Knowledge-Guided Generative Surrogate Modeling for High-Dimensional Design Optimization Under Scarce Data. Journal of Computing and Information Science in Engineering, 2026.
    DOIPDF
  4. Michael Warner, John T. Hwang. Reduced Jacobian Supervision for Data-Efficient Operator Learning in High-Dimensional Design Spaces. AIAA AVIATION 2026 Forum, 2026. Distribution Statement A: Approved for public release; distribution is unlimited. PA# AFRL-2026-2144
    DOIPDF
  5. Michael A. P. Warner, John T. Hwang. Structured Reduced-Basis Neural Operators for PDEs on Complex Geometries. ASME IDETC/CIE 2026 · DETC2026-194246, 2026. Distribution Statement A: Approved for public release; distribution is unlimited. PA# AFRL-2026-1143 Manuscript
    PDF
  6. Ru Xiang, Sebastiaan P. C. van Schie, Luca Scotzniovsky, Jiayao Yan, David Kamensky, John T. Hwang. Automating adjoint sensitivity analysis for multidisciplinary models involving partial differential equations. Structural and Multidisciplinary Optimization (in press 2024, per CV), 2024.
    DOIPDF

Research connections

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