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Automatic sub-pixel co-registration of Landsat-8 OLI and Sentinel-2A MSI images using phase correlation and machine
Sergii Skakun1,2, Jean-Claude Roger1,2, Eric F Vermote2
1Department of Geographical Sciences, University of Maryland, College Park, MD, USA.
Summary
This study quantifies satellite image misregistration using phase correlation, finding up to 1.6 pixels error between Landsat-8/OLI and Sentinel-2A/MSI, and up to 2.8 pixels for multi-temporal Sentinel-2A images. Random Forest regression minimized co-registration errors effectively.
Area of Science:
- Earth Observation
- Remote Sensing
- Geomatics Engineering
Background:
- Accurate co-registration of satellite imagery is crucial for multi-sensor data fusion and time-series analysis.
- Misregistration between different satellite sensors (Landsat-8/OLI, Sentinel-2A/MSI) and multi-temporal images from the same sensor can limit the precision of derived geospatial products.
Purpose of the Study:
- To investigate and quantify misregistration errors between Landsat-8/OLI and Sentinel-2A/MSI images at 30 m resolution.
- To assess co-registration accuracy for multi-temporal Sentinel-2A images at 10 m resolution, considering same and adjacent orbit acquisitions.
- To evaluate the effectiveness of phase correlation and various transformation functions for precise image alignment.
Main Methods:
- Employed phase correlation for robust control point identification across images with temporal gaps exceeding 100 days.
- Analyzed co-registration of 45 Landsat-8 to Sentinel-2A pairs and 37 Sentinel-2A to Sentinel-2A pairs.
- Compared performance of non-linear Random Forest regression and 1st order polynomial (affine) transformation functions for mapping misregistration.
Main Results:
- Observed misregistration up to 1.6 pixels (30 m) between Landsat-8 and Sentinel-2A, and up to 1.2 and 2.8 pixels (10 m) for same and adjacent Sentinel-2A orbits, respectively.
- Random Forest regression achieved superior accuracy, with average Root Mean Square Errors (RMSE) of 0.07±0.02 pixels (30 m) and 0.09±0.05/0.15±0.06 pixels (10 m).
- Affine transformation resulted in slightly higher RMSEs: 0.08±0.02 pixels (30 m) and 0.12±0.06/0.20±0.09 pixels (10 m).
Conclusions:
- Phase correlation is a reliable method for co-registering satellite images, even with significant temporal separation.
- Random Forest regression significantly improves co-registration accuracy compared to simpler affine transformations for both inter- and intra-sensor comparisons.
- Accurate co-registration is achievable, essential for leveraging the full potential of multi-sensor and multi-temporal satellite data in Earth observation applications.

