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May 15, 2026Photonics0 citationsOpen Access

Alignment of Off-Axis Two-Mirror Freeform Optical Systems Based on Geometric Constraints of a Multi-Zone CGH

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ZWZixuan WangQYQinghua Yu

Key Points

  • The aim is to improve the alignment of off-axis two-mirror freeform optical systems using a geometrically constrained method.
  • Proposed a multi-zone CGH for null compensation and mark projection.
  • Utilized a staged alignment procedure with projected optical marks for positional reference.
  • Conducted multiple alignment experiments to analyze wavefront RMS.
  • Achieved mean wavefront RMS of 0.0577λ at 632.8 nm, SD 0.004λ.
  • Demonstrated good repeatability and convergence stability under experimental conditions.
  • Provided a reliable reference for aligning freeform optical payloads.

Abstract

Due to the lack of rotational symmetry, off-axis two-mirror freeform optical systems usually exhibit coupled alignment degrees of freedom and poor sensitivity-matrix conditioning, which increase the difficulty of alignment. To address this issue, a geometrically constrained alignment method based on a multi-zone computer-generated hologram (CGH) is proposed. A multi-zone CGH integrating null compensation and mark projection on a single substrate was designed to provide both wavefront and spatial references. In combination with a staged alignment procedure, the projected optical marks were used to assist in establishing the relative positional relationship between the interferometer–CGH subsystem and the PM-SM system, while also providing geometric references for secondary-mirror pose adjustment during wavefront-guided iterative alignment. Results from multiple alignment experiments show that the mean wavefront RMS was 0.0577λ at 632.8 nm, with a standard deviation of 0.004λ. These results suggest that, under the present experimental conditions, the proposed method exhibits good repeatability and convergence stability and can provide a reference for the alignment of freeform optical payloads.

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Cite This Study

Wang et al. (2026) studied this question.

synapsesocial.com/papers/6a06b998e7dec685947ac63ehttps://doi.org/10.3390/photonics13050473
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