Abstract

“Snow is an important component of the terrestrial freshwater budget in high mountain Asia (HMA) and contributes to the runoff in Himalayan rivers through snowmelt. Despite the importance of snow in HMA, considerable spatiotemporal uncertainty exists across the different estimates of snow water equivalent for this region. In order to better estimate snow water equivalent, radiative transfer models are often used in conjunction with microwave brightness temperature measurements. In this study, the efficacy of support vector machines (SVMs), a machine learning technique, to predict passive microwave brightness temperature spectral difference (∆Tb) as a function of geophysical state variables (snow water equivalent, snow depth, snow temperature, and snow density) is explored through a sensitivity analysis. The use of machine learning (as opposed to radiative transfer models) is a relatively new and novel approach for improving snow water equivalent estimates. The Noah-MP land surface model within the NASA Land Information System framework is used to simulate the hydrologic cycle over HMA and model geophysical states that are then used for SVM training. The SVMs serve as a nonlinear map between the geophysical space (modeled in Noah-MP) and the observation space (∆Tb as measured by the radiometer). Advanced Microwave Scanning Radiometer -Earth Observing System measured passive microwave brightness temperatures over snow-covered locations in the HMA region are used as training data during the SVM training phase. Sensitivity of well-trained SVMs to each Noah-MP modeled state variable is assessed by computing normalized sensitivity coefficients. Sensitivity analysis results generally conform with the known first-order physics. Input states that increase volume scattering of microwave radiation, such as snow density and snow water equivalent, exhibit a plurality of positive normalized sensitivity coefficients. In general, snow temperature was the most sensitive input to the SVM predictions. The sensitivity of each state is location and time dependent. The signs of normalized sensitivity coefficients that indicate physical irrationality are ascribed to significant cross-correlation between Noah-MP simulated states and decreased SVM prediction capability at specific locations due to insufficient training data. SVM prediction pitfalls do exist that serve to highlight the limitations of this particular machine learning algorithm.”

Highlights

  • AND BACKGROUNDSnow is a critical component of the hydrologic cycle within the Earth’s system (Sturm et al, 2017)

  • Sensitivity analysis results generally conform with the known first-order physics

  • The aim of this study was to analyze the conformance to first-order physics of a passive microwave (PMW) brightness temperature spectral difference ( Tb) machine learning prediction mechanism for snow-covered land in the high mountain Asia (HMA) region

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Summary

Introduction

AND BACKGROUNDSnow is a critical component of the hydrologic cycle within the Earth’s system (Sturm et al, 2017). Various studies have attempted to address this issue on regional scales (Anderton et al, 2003; Machguth et al, 2006; Grünewald et al, 2010), yet the uncertainty in the spatial and temporal variability of snow persists on continental and global scales, in complex terrain. This is mainly due to the unavailability of continuous, ground-based hydrometeorological observations. Passive microwave (PMW) remote sensing of snow mass utilizes the wavelength dependency of brightness temperature in the microwave spectrum. Snow water equivalent (equivalent mass of snow if converted to liquid water) estimation algorithms utilize the preferential scattering of microwave radiation by the snow pack at a higher frequency (18.7 or 36.5 GHz) compared to a lower frequency (10.7 or 18.7 GHz) (Chang et al, 1982; Che et al, 2008). Foster et al (2005) and Kelly (2009) utilized brightness temperature spectral difference (i.e., difference between brightness temperature measured at two different wavelengths) to retrieve information regarding the amount of snow water equivalent (SWE) present in the snowpack

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