2021
DOI: 10.3390/photonics9010001
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Surface Measurement of a Large Inflatable Reflector in Cryogenic Vacuum

Abstract: The metrology of membrane structures, especially inflatable, curved, optical surfaces, remains challenging. Internal pressure, mechanical membrane properties, and circumferential boundary conditions imbue highly dynamic slopes to the final optic surface. Here, we present our method and experimental results for measuring a 1 m inflatable reflector’s shape response to dynamic perturbations in a thermal vacuum chamber. Our method uses phase-measuring deflectometry to track shape change in response to pressure cha… Show more

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Cited by 8 publications
(5 citation statements)
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“…These corresponding marker points in the multiple 2-D images furtherly are identified through image processing. On this basis, the 3-D coordinate values relative to a space coordinate system are calculated according to the known intrinsic and extrinsic parameters of the camera [13][14][15][16] . As depicted in Figure 2, the bundle adjustment is employed for similar three-dimensional reconstruction in the image processing stage, and then the proportion factor is calculated by using the length of the reference bar as a basis, obtaining absolute three-dimensional reconstruction results for all marker points on the antenna reflector surface.…”
Section: Surface Accuracy Measurement Principlementioning
confidence: 99%
“…These corresponding marker points in the multiple 2-D images furtherly are identified through image processing. On this basis, the 3-D coordinate values relative to a space coordinate system are calculated according to the known intrinsic and extrinsic parameters of the camera [13][14][15][16] . As depicted in Figure 2, the bundle adjustment is employed for similar three-dimensional reconstruction in the image processing stage, and then the proportion factor is calculated by using the length of the reference bar as a basis, obtaining absolute three-dimensional reconstruction results for all marker points on the antenna reflector surface.…”
Section: Surface Accuracy Measurement Principlementioning
confidence: 99%
“…Some DM applications tolerate a relatively low-quality setup calibration, which can be performed with the simplest means. This is often the case when measuring small differences with respect to a reference object [e.g., surface deformations (Li W. et al, 2014;Kim et al, 2021;Quach et al, 2022b;Esparza et al, 2022)], or even shearing measurements followed by a reconstruction of a quasi-flat surface (Kewei et al, 2016). However, in general the calibration uncertainty impacts the surface reconstruction quality in a non-trivial way.…”
Section: Relative Component Positions and Orientationsmentioning
confidence: 99%
“…Some DM applications tolerate a relatively low-quality setup calibration, which can be performed with the simplest means. This is often the case when measuring small differences with respect to a reference object (e.g., surface deformations [198,250,251]), or even shearing measurements followed by a reconstruction of a quasi-flat surface [252]. However, in general the calibration uncertainty impacts the surface reconstruction quality in a non-trivial way.…”
Section: Relative Component Positions and Orientationsmentioning
confidence: 99%