Holographic Measurement of Surface Topography: Limits and New Options

Gerd Häusler1, Florian Willomitzer2
  1. 1Institut für Optik, Information und Photonik, Friedrich-Alexander-Universität Erlangen-Nürnberg
  2. 2James C. Wyant College of Optical Sciences, University of Arizona (USA)

gerd [dot] haeusler [at] fau [dot] de

Holograms offer a vast realm for optical 3D metrology. Even more so with the progress of digital holography: After digital storage of a complex wave-field, any kind of post-processing can be performed, any optical instrument (already invented or not yet invented) can be mimicked. A view over the fence: Processing of complex radio-signals allows for satellite 3D-radar with cm resolution, for 1000 km large radio telescopes - and black hole "imaging" by (IR) aperture synthesis. Whatever 'computational-optics' has in-store, it is the physical signal arriving at the camera-chip that will determine and fundamentally limit the final outcome. We discuss the origin of the ultimate uncertainty limits for holographic methods. Physics suggests that there are similarities to non-holographic concepts, but due to the virtually unlimited post processing options, we can sidestep some technical limitations. Even established sensors can be improved via 'holography+computation' and novel sensor concepts become possible, such as imaging hidden objects around corners and through scattering media. G. Häusler, F. Willomitzer, Light: Advanced Manufacturing 3, Article number 5 (2022)

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@inproceedings{haeusler2023b13,
  author     = {Häusler, Gerd and Willomitzer, Florian},
  title      = {{Holographic Measurement of Surface Topography: Limits and New Options}},
  booktitle  = {DGaO-Proceedings 2023},
  series     = {DGaO-Proceedings},
  eventtitle = {124. Jahrestagung der DGaO},
  eventdate  = {2023-05-31/2023-06-03},
  venue      = {Berlin},
  publisher  = {Deutsche Gesellschaft für angewandte Optik e.V.},
  year       = {2023},
  pages      = {B13},
  url        = {https://dgao-proceedings.de/paper/124-b13}
}
124. Jahrestagung der DGaO · Berlin · 2023