In torsionless helicoidal spacetime, mode-level linear chirality cancels in the nonchiral Casimir sum, leaving a finite quadratic helicoidal vacuum susceptibility and radial force correction.
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A protocol with lattices of gapless detectors reconstructs the field's two-point function from detector correlations while correcting for finite-size effects via multipole expansion.
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Geometry-induced Casimir response in a helicoidal spacetime
In torsionless helicoidal spacetime, mode-level linear chirality cancels in the nonchiral Casimir sum, leaving a finite quadratic helicoidal vacuum susceptibility and radial force correction.
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Non-perturbative measurements of two-point functions in quantum field theory
A protocol with lattices of gapless detectors reconstructs the field's two-point function from detector correlations while correcting for finite-size effects via multipole expansion.