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IEG 환경지질연구정보센터

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AN INVERSION ALGORITHM FOR SOIL MOISTURE RETRIEVAL IN PASSIVE MICROWAVE REMOTE SENSING

Sungwook Hong and Inchul Shin

National Meteorological Satellite Center, Korea Meteorological Administration, [email protected]

ABSTRACT ... Surface soil moisture is a key variable in describing water and energy exchanges at the land- atmosphere interface. Soil moisture and ocean salinity (SMOS) satellite mission and soil moisture active/passive (SMAP) mission are recently in progress for the global soil moisture retrieval. In this study, we present a unique inversion scheme of soil moisture retrieval based on characteristics of the polarized reflectivities and polarization ratio on the rough surfaces around Brewster angle. The proposed algorithm is validated using AMSR-E data and a series of field experiments (SMEX03) from 2 to 17 July, 2003 for Oklahoma. As a result, the proposed algorithm revealed that the retrieved soil moistures are within the reasonable range of the current AMSR-E soil moisture algorithms.

Consequently, the proposed inversion algorithm has an advantage of the least use of forward models irrespective of a priori information about the surface roughness and dielectric constants.

KEY WORDS: Soil moisture amount, inversion, passive microwave remote sensing

1. INTRODUCTION

In hydrology and meteorology, surface soil moisture is a key variable in describing water and energy exchanges at the land–atmosphere interface.Most studies on the microwave emission from soil and vegetation are based on polarization differences showed that the vegetation, topography, snow coverage and soil moisture do affect the estimates of land surface emissivity. Research on microwave remote sensing of soil moisture has focused on the forward modeling problem (Koike et al., 2000).

Currently, the AMSR-E sensor on NASA's Earth Observing System is widely used for global soil moisture retrieval algorithm (Njoku et al., 2003). In the soil moisture

algorithms, the emissivity is estimated using the surface temperature and the observed brightness temperature. After correcting this emissivity for vegetation and surface roughness, the dielectric constant is determined using the Fresnel equation. Finally, a dielectric mixing model is used to obtain the soil moisture.

In this study, we propose a unique inversion algorithm (hereafter referred to as Hong’s algorithm) of soil moisture on the basis of the differences in the polarizations of microwave radiation over land surfaces.

2. DATA AND METHOD

The AMSR-E onboard the NASA AQUA satellite is a

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conically scanning total power passive microwave radiometer sensing microwave T

B

at 12 channels and 6 frequencies at incidence angle of 55.0°. In this research, the AMSR-E data at 6.9 GHz channel is used for the global retrieval with the ancillary AMSR-E data to screen out the permanent ice sheet, mountainous terrain, snow coverage, frozen grounds, precipitation, and RFI regions.

For the purpose of validation, we use the SMEX03 data obtained from 2 to 17 July, 2003 for Oklahoma.

Additionally, for the Oklahoma sites, T

S

extracted from Oklahoma Mesonet field stations (De Jeu, 2003) is also tested.

Vegetation optical depth is calculated using a relationship between the microwave polarization difference index (MPDI) and the vegetation optical depth τ , as suggested by Meesters et al. (2005):

⎟ ⎠

⎜ ⎞

⎝ ⎛ + + +

= cos θ ln ad ( ad )

2

a 1

τ (1)

where a = [( R

R,H

R

R,V

) / MPDI + R

R,V

+ R

R,H

] / 2 , d = ω /[ 2 ( 1 − ω )] , and MPDI is ( T

B,V

T

B,H

) /( T

B,V

+ T

B,H

) .

On the basis of the rough reflectivity, the Hong approximation (Hong, 2009), and the characteristics of the polarization ratio around Brewster angle, the small- scale roughness σ can be estimated as follows (Hong, 2010a,b,c):

⎟ ⎟

⎜ ⎜

⋅ ⎛

H R

V R

R R

, cos,

2

cos ln 4

θ

θ π λ

σ (2)

And then, the V and H polarized reflectivities for the specular surface are calculated using the Hong

approximation and the characteristics of polarization ratio near Brewster angle (Hong, 2010.

The dielectric constant and volumetric soil water content are estimated by a method presented by Querry (1969) and Topp et al. (1980), respectively..

3. RESULTS

Figure 1 shows an example of the validation results of Hong’s algorithm using AMSR-E L3 and SMEX03 data.

Hong’s algorithm estimates the soil moisture amounts within a reasonable range of accuracy in comparison with the SMEX03 and AMSR-E L3 results.

Figure 1. Validation result for Oklahoma site.

Figure 2 shows the estimated surface soil moisture

over land using Hong’s algorithm and AMSR-E L3

products in the 6.9 GHz channel. These two results are in

good agreement with each other. Hong’s algorithm shows

good qualitative agreement with current AMSR-E soil

moisture algorithms taking into account the uncertainty in

soil moisture estimation over vegetation regions.

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Figure 2. Global surface soil moisture using Hong’s algorithm.

4. SUMMARY AND DISCUSSION

We propose a unique algorithm to determine soil moisture based on a radiative transfer model, an approximate relationship between two orthogonal polarizations, and characteristics of passive microwave sensors. AMSR-E observations are used for this investigation.

Comparing these results with SMEX 03 ground observation and existing AMSR-E L3 products, we found that the general features of the retrieved soil moistures from the two algorithms are qualitatively similar. The other feature of the Hong algorithm is in that it does not require a priori roughness and surface constituents information unlike forward models.

REFERENCES

De Jeu, R.A.M., 2003. Retrieval of land surface parameters using passive microwave observations. Ph.D.

Dissertation, Vrije Universiteit, Amsterdam.

Hong, S., 2010a. Surface roughness and polarization ratio in microwave remote sensing. International Journal of Remote Sensing, 31, pp. 2709-2716.

Hong, S., 2010b. Global retrieval of small-scale roughness over land surfaces at microwave frequency.

Journal of Hydrology, 389, pp. 121-126.

Hong, S., 2010c, Detection of small-scale roughness and refractive index of sea ice in passive satellite microwave remote sensing. Remote Sensing of Environment, 114, pp.

1136-1140.

Koike, T., Njoku, E.G., Jackson, T.J., Paloscia, S., 2000.

Soil moisture algorithm development and validation for the ADEOS-II/AMSR. IEEE special issue IGARSS, pp.

1253-1255.

Meesters, A.G.C.A., De Jeu, R.A.M., Owe, M., 2005.

Analytical derivation of the vegetation optical depth from the microwave polarization difference index. IEEE Transactions on Geoscience and Remote Sensing Letters, 2, pp. 121-123.

Njoku, E.G., Jackson, T.J., Lakshmi, V., Chan, T.K., Nghiem, S.V., 2003. Soil moisture retrieval from AMSR- E. IEEE Trans. Geosci. Rem. Sens. 41, pp. 215-229.

Querry, M.R., 1969. Direct solution of the generalized Fresnel reflectance equations, Journal of the Optical Society of America, 59, pp. 876-877.

Topp, G.C., Davis, J.L., Annan, A.P., 1980.

Electromagnetic determination of soil water content:

measurements in coaxial transmission lines. Water

Resource Researches, 16, pp. 574-582.

수치

Figure 1 shows an example of the validation results of  Hong’s algorithm using AMSR-E L3 and SMEX03 data
Figure 2. Global surface soil moisture using Hong’s  algorithm.

참조

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