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As understanding and monitoring global warming and heatwaves have become increasingly important, the demand for higher spatial and temporal resolution in satellite-observed Land Surface Temperature (LST) data has risen. LST derived from geostationary satellite observations plays a crucial role in temperature monitoring, offering high temporal resolution across wide areas. However, a primary limitation of geostationary satellite-derived LST products is their low spatial resolution. In this study, we aim to overcome this limitation by employing a deep learning-based super-resolution (SR) approach and propose a model calledReferences and Residual in Residual Blocks to Perform Super Resolution Network (3R-Net). This model incorporates terrain-guided reference images and residual blocks to enable more accurate super-resolution. By using LST products from GEO-KOMPSAT-2A (GK2A) as low-resolution input, visible channel imagery from GEO-KOMPSAT-2B (GK2B) as terrain-reflective high-resolution reference, and Landsat-8 LST products as high-resolution target images, our model effectively enhances the 2 km resolution of GK2A LST products to the 500 m resolution of Landsat-8 with improved spatial detail and accuracy. Unlike many previous studies relying on single-image super-resolution with synthetically downsampled inputs, our approach uses real-world LR inputs, HR targets, and reference images, making the learning process more realistic and practical. Experimental results show that, when clear guidance is provided through reference images, 3R-Net surpasses existing SR methods, achieving higher PSNR, SSIM, and lower RMSE while capturing critical spatial and temporal features, including surface characteristics and daily heating patterns. By integrating residual-in-residual blocks our model achieves a simple yet powerful enhancement in capturing fine-grained spatial and temporal patterns. These advancements suggest that 3R-Net can provide enhanced LST data crucial for climate research, environmental monitoring, and early warning systems.
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Lee et al. (2025) studied this question.
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