Evaluates a physics-informed neural network for thermostructural protection in scramjet structures, suggesting improved efficiency.
Scramjet combustors survive by regenerative cooling, and sizing that cooling requires conjugate heat transfer (CHT) analysis far too slow to run inside a flight control loop. We formulate a physics-informed surrogate architecture for real-time thermostructural limit protection and evaluate it on a reduced conjugate heat transfer problem verified end to end -- against an exact nonlinear steady solution and by the method of manufactured solutions (observed orders 2.00 in space, 0.95 in time). A parametric physics-informed neural network with a hard initial condition and non-dimensionalised residuals reproduces the transient field to 10.5 K RMSE and peak von Mises stress to 2.7% over 40 held-out operating points, answering a constraint query in 2.29 ms. A six-way ablation at fixed architecture and budget shows the residual substitutes for data: with four reference solutions it improves stress error 3.7x, and with none it reaches 2.86%, beating a supervised model given four. With 24 solutions, however, supervised training is twice as accurate in-envelope -- we report this rather than omit it. Because collocation is free, widening its sampling cuts out-of-envelope stress error from 7.05% to 4.74% at no CFD cost. Finally, a scheduler optimising against the surrogate violates the true structural margin on three of fifteen maneuvers; an explicit error allowance removes all violations at a cost of 12% of the commanded envelope.Files: the manuscript PDF, and a code archive containing the finite-volume reference solver, its verification suite (method of manufactured solutions and an exact nonlinear steady solution), the JAX implementation of the parametric physics-informed surrogate, training and evaluation scripts, the figure generation code, and the raw JSON results underlying every table. An audit script re-verifies all 68 quantitative claims in the manuscript against the stored results. Total compute for the full study is under one core-hour on two CPU cores.
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Hassaan Shahid (2026) studied this question.
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