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分数(p>1)级傅里叶逆变换的无透镜光学实现 被引量:4

Non-lens Optical Realization of Inverse Fourier Transform in Fr actional Order (p>1)
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摘要 用球面波照明物体的自由空间菲涅耳衍射 ,实现分数 (p>1)级傅里叶逆变换 ,提供了分数傅里叶逆变换无透镜光学实现的模式及其参量选择的法则 ,对光学信息处理具有实用价值。计算机模拟实验证明了结论的可靠与可行。 It supplies a non-lens optical realiz ation model of inverse Fourier transform in fractional order (p>1 ) to get its Fresnel diffraction of an object in free space by illum inating it with a spherical light wave.This method also supplies the laws for pa rameter sulection and has practical value to optical information treatment.The r esults of computer simulation revealed the reliability and feasibility of the th eory. -
作者 杨虎 杨培林
出处 《光电子.激光》 EI CAS CSCD 2000年第4期419-421,共3页 Journal of Optoelectronics·Laser
关键词 分数级 傅里叶逆变换 无透镜 fractional order fourier inverse tr ansform
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  • 1FENG Shaotong,HAN Dianrong,DING Heping.Experimental determination of Hurst exponent of the self-affine fractal patterns with optical fractional Fourier transform[J].Science China(Physics,Mechanics & Astronomy),2004,47(4):485-491. 被引量:3
  • 2P Pellat-Finet. Fresnel diffraction and the fractionalorder Fourier transform[J]. Opt Lett, 1994, 19 (18):388~1390.
  • 3Ozaktas H M,Arikan O. Space-bandwidth-efficient realizations of linear systems [J]. Opt Lett. 1998,23 (14):1069~1071.
  • 4Ozaktas H M, Mendlovic D. Every Fourier optical system is equivalent to consecutive fractional-Fourier-domain filtering[J]. Appl Opt. 1996, 35(17): 3167~3170.
  • 5Lohmann A W,Mendlovic D. Fractional joint transform correlator[J]. Appl Opt. 1997,36 (35):7402~7407.
  • 6Weaver C S,Goodman J W. Technique for optically convolving two functions[J]. Appl Opt. 1996,5 (5):1248~1249.
  • 7Condon E U. Immersion of the Fourier transform in a continous group of functional transformation[J]. Acad Sci USA. 1937,23(1) :158~164.
  • 8Lohmann A W. A fake zoom lens for fractional Fourier experiments [J]. Opt Commun. 1995,115 : 437~443.
  • 9Ozaktas H M, Barshan B. Convolu-tion filte-ring and multiplexing in fractional Fourier Domain and their relation to chirp and wavelet transforms[J]. Opt Soc Am A, 1994,11(2):547~559.
  • 10Chung J,Kuo,Yuan Luo. Generali-zed joint fractio-nal Fourier transform correlators :a compact approach [J].Appl Opt,1998,37(35) :8270~8276.

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