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September 27, 2025Reports on Progress in Physics

Dynamic and geometric shifts in wave scattering

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Authors

KBKonstantin Y. BliokhEnsemble Therapeutics (United States)ZKZeyu KuangTU WienSRStefan RotterTU Wien

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Implication

This analysis reveals geometric decomposition and dynamic contributions in wave scattering, suggesting new applications in various physical systems.

Key Points

  • Shifts in expectation values occur in observables during wave scattering phenomena, revealing important dynamics.
  • The generalized Wigner-Smith operator enables a gauge-invariant decomposition into geometric and dynamic contributions.
  • Examples like momentum shifts at metasurfaces illustrate the interplay between geometry and dynamics in wave scattering.
  • This framework enhances understanding across diverse areas including quantum mechanics and optics.

Cite This Study

Bliokh et al. (2025) studied this question.

synapsesocial.com/papers/68d7b3d4eebfec0fc5236309https://doi.org/10.1088/1361-6633/ae0bac
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