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학술지 Analysis of Super-Resolution Effect in Microwave Tomography
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저자
시모노브, 전순익, 김보라, 손성호
발행일
201812
출처
Radio Science, v.53 no.12, pp.1452-1471
ISSN
0048-6604
출판사
American Geophysical Union (AGU)
DOI
https://dx.doi.org/10.1029/2017RS006404
협약과제
17ZR1400, 전파 치료를 위한 정밀조사 알고리즘 연구, 손성호
초록
This study investigates the spatial resolution (SR) and super-resolution effect in microwave tomography in terms of single-frequency measured data. The applied method is based on our recently proposed concept of average SR (ASR). We apply truncated singular value decomposition to calculate a regularized forward-modeling matrix and to limit the truncation index by the acceptable level of the imaging noise. A simple relation of the ASR with the truncation index calculates the ASR in the imaging zone. The described method to calculate SR is quite common, and it considers not only the geometrical parameters of the microwave tomography system and object under test but also the noise in the measured data. This method is applicable to the linear and nonlinear considerations of the inverse scattering problem with respect to two- or three-dimensional solutions. In particular, our investigation confirms the conclusion of some other authors that applying nonlinear inverse scattering methods can achieve the super-resolution imaging even when based on far-field measured signals only.
KSP 제안 키워드
Far-field, Inverse scattering problem, Linear and nonlinear, Microwave tomography, Super-resolution imaging, Three dimensional(3D), Truncated singular value decomposition, Truncation index, geometrical parameters, measured data, scattering methods