• Title/Summary/Keyword: Bistatic to monostatic conversion

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Submarine bistatic target strength analysis based on bistatic-to-monostatic conversion (양상태-단상태 변환 기반 잠수함 양상태 표적강도 해석)

  • Kookhyun Kim;Sung-Ju Park;Keunhwa Lee;Dae-Seung Cho
    • The Journal of the Acoustical Society of Korea
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    • v.43 no.1
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    • pp.138-144
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    • 2024
  • This paper presents a bistatic to monostatic conversion technique to analyze the bistatic target strength of submarines. The technique involves determining the transmission path length of acoustic waves, which are emitted from a source, scattered off an underwater target, and eventually received by a receiver. By generating a corresponding virtual scattering surface, this method effectively transforms the target strength analysis problem from bistatic to monostatic. The converted monostatic target strength problem can be assessed using a well-established monostatic numerical methods. The bistatic target strength analysis for Benchmark Target Strength Simulation (BeTTSi), a widely used target strength model were performed. The results were compared with those calculated by boundary element methods and Kirchhoff approximation, and confirmed the validity and the practical applicability of the proposed analysis technique for evaluating submarine target strength.

A Study on Bistatic SAR Imaging Using Bistatic-to-Monostatic Conversion in Wavenumber Domain (파수 영역에서 모노스태틱 변환을 이용한 바이스태틱 개구합성 레이다 영상화 기법 연구)

  • Cho, Byung-Lae;Sun, Sun-Gu;Lee, Jung-Soo;Park, Gyu-Churl;Ha, Jong-Soo
    • The Journal of Korean Institute of Electromagnetic Engineering and Science
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    • v.24 no.2
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    • pp.207-213
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    • 2013
  • This study describes an omega-K algorithm for focusing bistatic synthetic aperture radar(SAR) data using bistatic-to-monostatic conversion. Bistatic SAR system considered in this study consists of a transmitting antenna and a physical array of several receiving antennas. The length of the physical array is identical to the SAR synthetic aperture. Unlike the monostatic case, an omega-K algorithm for the bistatic case is difficult to obtain the exact equation in the 2D wavenumber domain. The key of the proposed algorithm is converting the bistatic data into a monostatic one. The effectiveness of the proposed algorithm is proved by simulation and real measurement data.