2021
DOI: 10.1038/s41467-021-23419-y
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Accurate localization microscopy by intrinsic aberration calibration

Abstract: A standard paradigm of localization microscopy involves extension from two to three dimensions by engineering information into emitter images, and approximation of errors resulting from the field dependence of optical aberrations. We invert this standard paradigm, introducing the concept of fully exploiting the latent information of intrinsic aberrations by comprehensive calibration of an ordinary microscope, enabling accurate localization of single emitters in three dimensions throughout an ultrawide and deep… Show more

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Cited by 10 publications
(7 citation statements)
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“…Neither aspect exactly matches the experimental scheme of diffusion in a confining cylinder. As well, optical microscopy throughout a wide 16 and deep 17 focal volume requires calibration of scale and distortion artifacts to correct apparent trajectories that are the source data for 𝐷𝐷 || . Finally, a formal measurement requires accurate estimates of not only input quantities but also input uncertainties, and their propagation through the measurement function to an output quantity and output uncertainty, 18 which is incomplete in Reference 1.…”
mentioning
confidence: 99%
“…Neither aspect exactly matches the experimental scheme of diffusion in a confining cylinder. As well, optical microscopy throughout a wide 16 and deep 17 focal volume requires calibration of scale and distortion artifacts to correct apparent trajectories that are the source data for 𝐷𝐷 || . Finally, a formal measurement requires accurate estimates of not only input quantities but also input uncertainties, and their propagation through the measurement function to an output quantity and output uncertainty, 18 which is incomplete in Reference 1.…”
mentioning
confidence: 99%
“…Beyond the edge threshold, calibrations of magnification and distortion are necessary for accurate localization (Figure A) . Imaging near best focus and accounting for field dependences are important for such calibrations. ,, We align our reference objects, optimize the imaging conditions for each object (Supporting Information), and image reference objects and microdroplets through focus in axial increments of 1 μm. Collection of each series of images through focus occurs in the same direction of travel and with 100 replicate images at each z position.…”
Section: Resultsmentioning
confidence: 99%
“…In the subsequent applications of the measurement method in ref , a different objective lens and imaging conditions prolong the tracking analysis from 600 to 2000 images. Although longer trajectories could reduce the error of the standard deviation by up to a factor of , different systematic effects could also be present due to scale factor and aberration artifacts that are intrinsic to objective lenses. , As well, ref notes potential errors due to a hard-sphere analysis of soft-lipid nanoparticles with complex diffusive behavior. This mismatch of experimental conditions and potential errors disconnects the efforts to validate and apply the measurement method.…”
Section: Measurement Functionmentioning
confidence: 99%
“…Regarding C/D || , the hydrodynamic correction 12,13 applies only at the midplane of a slit and deviates significantly from the results of careful measurements of microparticle diffusion near the surface of a slit, 14 representative model fit systematically underestimates the experimental data at short lag times (Figure 1D of ref 1). As well, optical microscopy throughout a wide 16 and deep 17 focal volume requires calibration of scale factor and aberration artifacts such as distortion and defocus to correct apparent trajectories that are the source data for D || . Finally, a formal measurement requires accurate estimates of not only input quantities but also input uncertainties, and their propagation through the measurement function to an output quantity and output uncertainty, 18 which is incomplete in ref 1.…”
mentioning
confidence: 99%