Which share of a bracket family can each shop process make, and which machine should a shop add next?
research/simdesign-processcover
Share of a sampled bracket family each shop process can make under the simdesign-dfm rules: geometry alone adds nothing beyond FDM (negative), with a tip-load requirement the processes separate (FDM alone 30%, +casting +laser 41%) and the best next machine depends on budget and part size, where greedy sometimes loses 1–2 points to exhaustive search (stylised, assumed rules).
What it found
Using the assumed rules of simdesign-dfm (FDM, CNC routing, laser cutting, casting) as feasibility checks on 20 000 sampled bracket feature sets, geometry alone gives a degenerate answer: FDM covers 89% and no other process covers anything FDM cannot, so no machine adds coverage (a negative result). With a tip-load requirement of 1–1000 N and closed-form beam checks the processes separate: FDM alone covers 30%, adding casting and a laser cutter 41%, and the best next machine depends on the budget and on the part sizes. Greedy selection from selfrep-nextmachine is sometimes 1–2 coverage points below exhaustive search. Stylised: all rule values, working stresses and prices are assumed, the beam check ignores fillet stress concentration, and nothing was made.
Paper, code and results
More in Simulation-first design
- Does a mesh-aware stress margin change what manufacturing rules cost a sized bracket?Re-runs
simdesign-dfmwith a stress knock-down and a finer search mesh, checking designs at h = 0.7 mm: the price ordering (casting ~1.4, CNC ~1.23, FDM 1.0) survives the mesh, the laser-cutting price does not (1.01–1.22, noisy), and a 1.3 margin leaves designs at 0.88–1.02 of the limit (stylised, assumed rule values). - Does a patch-averaged stress converge under mesh refinement where the peak element stress does not?Compares peak and patch-averaged von Mises stress under mesh refinement on the L-bracket: the peak rises 18–41% from h = 2.5 to 0.55 mm while a 3 mm patch average moves 1–6%, but it reads only 0.45–0.69 of the peak so needs its own limit (stylised, assumed values).
- Does a patch-averaged stress change what manufacturing rules cost a sized bracket?Repeats the process-rule bracket search with a 3 mm patch-averaged stress instead of the peak: the ordering of mass prices (casting > CNC > laser ≈ FDM) holds, the laser price spread across seeds shrinks from 0.16 to under 0.005, and designs overshoot their limit by 2–12% on a fine mesh against 19–34% for the peak (stylised, assumed values, uncalibrated limit).
- Is the shrinking laser-cutting price scatter under the patch stress caused by the near-sharp fillet floor?Tests whether a near-sharp fillet floor explains the laser-cutting price scatter seen in
simdesign-patchsearch: it does not (peak-stress designs already use 7.6–14.3 mm fillets, so floors of 0.2 and 1 mm give identical designs); the patch-stress price is steady (sd 0.006–0.011) at every floor, and the cause of the peak scatter is not identified (negative, five seeds, stylised). - Where does the peak-stress price scatter of laser-cutting rules come from?Follow-up to
simdesign-filletfloor: the peak-stress price scatter of laser-cutting rules (sd 0.063) sits in the 2 mm gauge sub-search, not the fillet floor; a four-times search budget cuts it to 0.025 but not monotonically, so several nearby optima are plausible but not shown (five seeds, stylised). - Does a patch-averaged stress give a mesh-converged stress concentration for a bolt hole?Patch-averaged stress for a bolt hole in a tension strip: nearly settled under mesh refinement already, matches Kirsch's disc averages, needs its own limit (stylised).
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Produced with AI assistance (Claude). Results are from the code in this repository and are simulated or stylised unless the abstract says otherwise; nothing here implies affiliation with or endorsement by any lab, researcher or company cited. MIT licensed.