Angular and frequency correlation for sea-ice thickness retrieval

被引:0
|
作者
Hussein, ZA [1 ]
Kuga, Y [1 ]
Ishimaru, A [1 ]
Jaruwatanadilok, S [1 ]
Pak, K [1 ]
机构
[1] CALTECH, Jet Prop Lab, Pasadena, CA 91109 USA
关键词
correlation function; sea ice thickness; rough surface scattering;
D O I
暂无
中图分类号
P [天文学、地球科学];
学科分类号
07 ;
摘要
A combined spatial and frequency domain interferometer Or angular and frequency correlation (ACF/FCF) between two radar beams in the VI-IF-band is applied for the direct measurement of sea-ice thickness. This measurement is critical because the thickness of sea ice within the polar region indicates the state of ocean circulation and the associated air-sea beat exchange which profoundly affects the global heat balance and ocean thermohaline circulation. This new instrument technology-cryospheric advanced sensor (CAS)-can measure sea-ice thickness, filling a critical gap in measuring the polar region. In this paper, we present the algorithm development and demonstration by simulations of estimating the height of the sea-ice that led to the robust design of CAS interferometric system. Sea-ice thickness is derived from the interferometric phase of the ACF/FCF function of two VHF-band- scattered returns of two radar waves that have different frequencies, incident angles. and observation angles. The inversion calculation to estimate the ice thickness is based on several methods. gradient-descent (GD). least-square (LSQ) method. and genetic algorithm (GA). Compared with a GD method. and LSQ method. GA does not require the knowledge of the derivative of the ACF/FCF function. Good agreement is shown with GD and LSQ results, when a single Unknown variable-sea-ice thickness-is to be determined. To support the inversion calculations and analysis, we developed an analylical model. The analytical model Used to formulate the ACF/FCF function depends on the age of the ice being measured. The analytical model for first-year ice is based on the small perturbation method (presented here) and, for multiyear ice, the Kirchhoff approximation (presented in accompanying paper by the authors).
引用
收藏
页码:3012 / 3017
页数:6
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