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Correcting Artifacts in Single Molecule Localization Microscopy Analysis Arising from Pixel Quantum Efficiency
Hazen P Babcock1, Fang Huang2, Colenso M Speer3
1Center for Advanced Imaging, Harvard University, Cambridge, MA, 02138, USA. hbabcock@fas.harvard.edu.
Scientific Reports
|December 4, 2019
Summary
Compensating for relative quantum efficiency (RQE) variations in scientific Complementary Metal-Oxide-Semiconductor (sCMOS) cameras is crucial for accurate single molecule localization microscopy (SMLM) data analysis. This study introduces necessary algorithm modifications for improved SMLM data processing.
Area of Science:
- Microscopy and Imaging Technologies
- Biophysics and Computational Biology
Background:
- Accurate analysis of single molecule localization microscopy (SMLM) data is essential for biological research.
- Scientific Complementary Metal-Oxide-Semiconductor (sCMOS) cameras are widely used for SMLM data acquisition.
- Existing SMLM analysis algorithms account for pixel-dependent gain, offset, and readout noise.
Purpose of the Study:
- To investigate the impact of pixel-to-pixel relative quantum efficiency (RQE) variations in sCMOS cameras on SMLM data analysis.
- To develop and present modifications to SMLM analysis algorithms to correct for RQE differences.
Main Methods:
- Characterization of RQE variations across pixels in tested sCMOS sensors.
- Simulation of SMLM data to assess the effect of RQE differences on analysis results.
- Modification of the Poisson maximum likelihood estimation (MLE) algorithm to incorporate RQE correction.
Main Results:
- Identified RQE differences of up to 4% in sCMOS sensors.
- Demonstrated that these RQE variations significantly affect SMLM analysis outcomes in both simulations and biological data.
- Validated the effectiveness of the modified MLE algorithm in correcting for RQE-induced artifacts.
Conclusions:
- Pixel-to-pixel RQE variations in sCMOS cameras are a critical factor impacting SMLM data analysis accuracy.
- The proposed modifications to the Poisson MLE algorithm effectively compensate for RQE differences.
- Implementing RQE correction is necessary for reliable and precise SMLM data interpretation.

