Abstract

MODIS land surface temperature data (MODIS Ts) products are quantified from the earth surface’s reflected thermal infrared signal via sensors onboard the Terra and Aqua satellites. MODIS Ts products are a great value to many environmental applications but often subject to discrepancies when compared to the air temperature (Ta) data that represent the temperature measured at 2 m above the ground surface. Although they are different in their nature, the relationship between Ts and Ta has been established by many researchers. Further validation and correction on the relationship between these two has enabled the estimation of Ta from MODIS Ts products in order to overcome the limitation of Ta that can only provide data in a point form with a very limited area coverage. Therefore, this study was conducted with the objective to assess the accuracy of MODIS Ts products, i.e., MOD11A1, MOD11A2, MYD11A1, and MYD11A2 against Ta and to identify the performance of a modified Linear Scaling using a constant and monthly correction factor (LS-MBC), and Quantile Mapping Mean Bias Correction (QM-MBC) methods for lowland area of Peninsular Malaysia. Furthermore, the correction factor (CF) values for each MBC were adjusted according to the condition set depending on the different bias levels. Then, the performance of the pre- and post-MBC correction for by stations and regions analysis were evaluated through root mean square error (RMSE), percentage bias (PBIAS), mean absolute error (MAE), and correlation coefficient (r). The region dataset is obtained by stacking the air temperature (Ta_r) and surface temperature (Ts_r) data corresponding to the number of stations within the identified regions. The assessment of pre-MBC data for both 36 stations and 5 regions demonstrated poor correspondence with high average errors and percentage biases, i.e., RMSE = 3.33–5.42 °C, PBIAS = 1.36–12.07%, MAE = 2.88–4.89 °C, and r = 0.16–0.29. The application of the MBCs has successfully reduced the errors and bias percentages, and slightly increased the r values for all MODIS Ts products. All post-MBC depicted good average accuracies (RMSE and MAE < 3 °C and PBIAS between ±5%) and r between 0.18 and 0.31. In detail, for the station analysis, the LS-MBC using monthly CF recorded better performance than the LS-MBC using constant CF or the QM-MBC. For the regional study, the QM-MBC outperformed the others. This study illustrated that the proposed LS-MBC, in spite of its simplicity, managed to perform well in reducing the error and bias terms of MODIS Ts as much as the performance of the more complex QM-MBC method.

Highlights

  • Air temperature (Ta ) is one of the parameters measured at meteorological station

  • The findings indicated that all the bias correction methods performed well and improved the Regional Climate Models’ (RCMs) data with mean absolute error (MAE) values

  • Linear scaling using monthly correction factor (CF) (Tscm ) and post-mean bias corrections (MBC) quantile mapping (Tscq ) against Ta according to the leave-two-years-out evaluation for 36 automatic weather stations (AWS) station

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Summary

Introduction

Air temperature (Ta ) is one of the parameters measured at meteorological station. Ta measured at meteorological station is highly accurate and has high temporal frequency, the data provided are dedicated for a point location of the meteorological stations. Ta can only portray the temperature at a local scale and is unable to describe heterogeneous temperature over a large area. This is worsened by the sparse distribution of meteorological stations due to limitations such as topography and operational cost. Since temperature studies for vast and continuous areas are important for many climatic-related applications, numerous studies have been carried out in attempts to solve this limitation, mainly via interpolation of the air temperature data from different localities. Given the inconsistent distance between weather stations and poorly distributed locations between each retrieval station, the accuracy of the interpolated Ta is often compromised [5]

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