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I think I’ve identified the reason now.

For the standard tensile specimen printed flat or upright, no supports are required and the geometry is already fully planar-printable. In this case, S4 appears to converge to the identity solution and applies no deformation.

When I rotate the same tensile specimen by approximately 45°, introducing significant overhangs, S4 produces a non-trivial result and the output looks clearly different.

This suggests that S4 only applies deformation when there is an actual overhang- or support-driven incentive, and otherwise correctly does “nothing”.

Here are images of the tensile specimen rotated by ~45°, where the effect becomes clearly visible.


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@kevgeiger2
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Answer selected by jyjblrd
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