On Finite Word Length Computing Error of Fixed-Point SAR Imaging Processing

被引:0
|
作者
XIE Yizhuang [1 ]
ZHU Bocheng [2 ]
YAN Wen [1 ]
ZHANG Weijie [3 ]
机构
[1] School of Information and Electronics,Beijing Institute of Technology
[2] School of Electronics Engineering and Computer Science,Peking University
关键词
Synthetic aperture radar(SAR) imaging; Finite word length; Analysis of computing error;
D O I
暂无
中图分类号
TN957.52 [数据、图像处理及录取];
学科分类号
080904 ; 0810 ; 081001 ; 081002 ; 081105 ; 0825 ;
摘要
Synthetic aperture radar(SAR) imaging system is generally realized by fixed-point with the purpose of reducing system implementation scale and enhancing real-time performance. Finite word length computing error of fixed-point SAR imaging system is studied. The characteristic of computing error in SAR imaging system is analyzed. A finite word length computing error model of SAR imaging system is built, by means of which the empirical formula of system’s output noise-to-signal ratio is derived. Based on the empirical formula, SAR imaging system processing word length is presented according to different processing granularities. The validity of this proposed finite word length computing error model of SAR imaging system is verified by system level fixed-point simulation.
引用
收藏
页码:645 / 648
页数:4
相关论文
共 50 条
  • [21] Tight Error Analysis in Fixed-Point Arithmetic
    Simic, Stella
    Bemporad, Alberto
    Inverso, Omar
    Tribastone, Mirco
    INTEGRATED FORMAL METHODS, IFM 2020, 2020, 12546 : 318 - 336
  • [22] ERROR BOUND FOR FIXED-POINT ITERATIONS.
    Soderlind, Gustaf
    BIT (Copenhagen), 1984, 24 (03): : 391 - 393
  • [23] OPTIMIZATION OF ERROR ESTIMATE OF A FIXED-POINT THEOREM
    SCHEU, G
    JOURNAL OF MATHEMATICAL ANALYSIS AND APPLICATIONS, 1977, 57 (02) : 298 - 322
  • [24] Tight Error Analysis in Fixed-point Arithmetic
    Simic, Stella
    Bemporad, Alberto
    Inverso, Omar
    Tribastone, Mirco
    FORMAL ASPECTS OF COMPUTING, 2022, 34 (01)
  • [25] Computing floating-point logarithms with fixed-point operations
    Le Maire, Julien
    Brunie, Nicolas
    de Dinechin, Florent
    Muller, Jean-Michel
    2016 IEEE 23nd Symposium on Computer Arithmetic (ARITH), 2016, : 156 - 163
  • [26] A novel word length optimization method for radix-2~k fixed-point FFT
    Chen YANG
    Yizhuang XIE
    He CHEN
    Science China(Information Sciences), 2018, 61 (02) : 278 - 282
  • [27] A novel word length optimization method for radix-2k fixed-point FFT
    Yang, Chen
    Xie, Yizhuang
    Chen, He
    SCIENCE CHINA-INFORMATION SCIENCES, 2018, 61 (02)
  • [28] A novel word length optimization method for radix-2k fixed-point FFT
    Chen Yang
    Yizhuang Xie
    He Chen
    Science China Information Sciences, 2018, 61
  • [29] Fixed-Point Computing Element Design for Transcendental Functions and Primary Operations in Speech Processing
    Chang, Chung-Hsien
    Chen, Shi-Huang
    Chen, Bo-Wei
    Ji, Wen
    Bharanitharan, K.
    Wang, Jhing-Fa
    IEEE TRANSACTIONS ON VERY LARGE SCALE INTEGRATION (VLSI) SYSTEMS, 2016, 24 (05) : 1993 - 1997
  • [30] NON-MINIMAL REALIZATIONS OF FIXED-POINT DIGITAL FILTERS THAT ARE FREE OF ALL FINITE WORD-LENGTH LIMIT CYCLES.
    Fam, Adly T.
    Barnes, Casper W.
    1978, : 244 - 248