Abstract

Potential of constraining semiempirical model with physically based scatter model simulations has long been recognized. This study contributes to this topic through the assessment of backscattering coefficient ( σ o) simulations and soil moisture retrieval using the water cloud model (WCM) constrained by a discrete scattering model (i.e., Tor Vergata) under both frozen and thawed soil conditions. The WCM is coupled with Oh (hereafter “WCM+Oh”) and Dubois (WCM+Dubois) surface scattering models, respectively. The soil permittivity is obtained using the four-phase dielectric mixing model. One year of C -band copolarized σ o observations are collected by a ground-based scatterometer deployed in the seasonally frozen Tibetan meadow ecosystem. It is found that: the calibrated Tor Vergata (hereafter “TVG”) model simulates well the seasonal dynamics and magnitudes of scatterometer measurements, and the simulated scattering components and vegetation transmissivity agree well with the seasonal vegetation dynamics; the total scattering simulated by the TVG constrained WCMs shows a good consistency with the scatterometer measurements, and the simulated soil and vegetation scattering components are in line with the TVG simulations; and the retrieved soil moisture based on the constrained WCMs captures well the seasonal variability noted in the in situ measurements. An additional experiment is performed to calibrate the WCMs directly, and the results show that the calibrated WCMs achieve comparable results with the calibrated TVG model and the constrained WCMs in terms of the total σ o and soil moisture retrieved. However, the direct calibration of the WCMs leads to unrealistic characterization of individual soil and vegetation scattering contributions, of which an underestimation of the vegetation contribution at VV polarization is most notable. These findings demonstrate that usage of a physically based scatter model to constrain semiempirical models leads to results that provide a more robust representation of reality, which is needed for developing worldwide soil moisture monitoring from active microwave remote sensing.

Highlights

  • AMONG various earth observation technologies, microwave remote sensing is one of the most promising ways for global soil moisture monitoring due to its ability to see through clouds, and to provide meaningful nighttime data [1]-[3]

  • Following the calibration strategy described in Section III.A, five parameters including root mean square (RMS) height, correlation length, plant moisture content, ratio of litter moisture content to soil moisture, and litter biomass of the TVG model are optimized using the Scatterometer measurements collected at 19h

  • This study explores the potential of using calibrated TVG model to constrain the water cloud model (WCM) (i.e. WCM+Oh and WCM+Dubois) for simulating the co-polarized backscatter coefficient and retrieving soil moisture for both frozen and thawed soil conditions

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Summary

INTRODUCTION

AMONG various earth observation technologies, microwave remote sensing is one of the most promising ways for global soil moisture monitoring due to its ability to see through clouds, and to provide meaningful nighttime data [1]-[3]. Several investigations have shown the ability of using calibrated physically-based scattering models to simulate the temporal variation of satellite observations and retrieve soil moisture. The traditional calibration methods using the observed total backscatter can find the global optimum model coefficients, but may provide an unrealistic description of individual soil and vegetation scattering contributions. Such models are, unlikely to perform well outside the calibration period. We used the calibrated TVG model to constrain the WCM coupled to both the Oh and Dubois soil scattering model for simulating ground-based scatterometer measurements and retrieving soil moisture under both frozen and thawed soil conditions.

Field Site and Scatterometer Measurements
TVG Model
Soil Scattering Models
Vegetation Scattering Model
Method for Constraining the WCMs
Soil Moisture Retrieval
TVG simulations
WCMs’ Simulations
DISCUSSIONS
CONCLUSION
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