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September 5, 2025Physics of Fluids2 citations

Characterization of rarefied gas flows within narrow-confined spaces in grating interferometers

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RWRong WeiGLGuojun LiNPNiming Peng

Key Points

  • Interferometric measurement errors are sensitive to refractive index fluctuations due to rarefied gas flows.
  • The study finds that gas flow perturbations lead to measurement errors of up to 13.2 nm at a Knudsen number of 0.25.
  • An integrated fluid–solid-optical framework using IP-DSMC is developed and validated against benchmark cases.
  • Dynamic models incorporating geometry-dependent factors improve accuracy in interferometric measurements.

Abstract

High-speed motion of the reading head in grating interferometers induces rarefied gas flow perturbations in narrow-confined microstructure spaces with micro- and nano-periodic structures, leading to the fluctuations of air-refractive index and nanometer-scale interferometric measurement errors. To address this, an integrated fluid–solid-optical framework combining the Information Preservation Direct Simulation Monte Carlo (IP-DSMC) method, a modified Edlén refractive index model, and a ray-tracing method is developed. The IP-DSMC method is implemented within the OpenFOAM framework and validated against benchmark Couette flow cases. This study systematically characterizes the effects of Knudsen numbers and geometric parameters on flow perturbations and interferometric measurement errors. Results reveal that interferometric measurement errors are highly sensitive to refractive index non-uniformities induced by flow perturbations, jointly governed by rarefaction effects and microstructure geometries. A dynamic fluctuation model of air-refractive index incorporating Kn- and geometry-dependent corrections achieves high accuracy, showing that pressure-driven fluctuations of air-refractive index dominate interferometric measurement errors, reaching 13.2 nm at Kn is 0.25. The ray-tracing result confirms the reduction of the optical path difference with rising Kn, while geometric effects are secondary. This study provides a foundation for the error compensation in the high-precision grating interferometer under rarefied flow conditions.

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Cite This Study

Wei et al. (2025) studied this question.

synapsesocial.com/papers/68bb3d622b87ece8dc956768https://doi.org/10.1063/5.0286990
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