四光束剪切相干成像目标重构算法研究
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摘要
针对传统剪切光束成像技术的准实时性问题,提出用口字形排布的四束光代替传统L形三束剪切光照射目标,研究了四光束剪切相干成像目标重构算法.只需单次测量就能同时重构出四幅目标图像,减少了用于降低散斑噪声、获取高质量图像所需的测量次数,同时大大减少了多组发射时的光束切换次数,提高了成像效率.在算法实现中,通过最小二乘法恢复出四组波前相位,利用散斑幅值的简单代数运算恢复波前幅值,从而重构出目标图像.仿真结果表明,与传统方法相比,在图像质量相同的前提下,本文方法所需的数据采集时间减少了至少1/2,不但提高了目标重构效率,还可为远程运动目标的成像识别提供更好的手段.
Sheared-beam imaging, which is a nonconventional coherent laser imaging technique, can be used to better solve the problem of taking pictures with high resolution for remote targets through turbulent medium than conventional optical methods. In the previous research on this technique, a target was illuminated by three coherent laser beams that were laterally arranged at the transmitter plane into an L pattern. In order to obtain a high quality image, a series of time-varying scattered signals is collected to reconstruct speckled images of the same object. To overcome atmospheric turbulence, multiple sets of three-beam laser should be emitted, which increases data acquisition time.In this paper, aiming at the quasi real-time problem of conventional sheared beam imaging technique, we use four-beam laser with rectangular distribution instead of the traditional L type sheared three-beam laser to illuminate the target. According to this, we propose a target reconstruction algorithm for four-beam sheared coherent imaging to reconstruct four target images simultaneously in one measurement, which can acquire high quality images by reducing the amount of measurement and the speckle noise. Meanwhile, it can greatly reduce the amount of beam switching in multi-group emission and improve the imaging efficiency. Firstly, the principle of the four-beam sheared coherent imaging technique is deduced. Secondly, in the algorithm, the speckle amplitude and phase difference frames can be extracted accurately by searching for the accurate positions of the beat frequency components. Based on the speckle phase difference frames, four sets of wavefront phases can be demodulated by the least squares method, and wavefront amplitude can be obtained by algebraic operation of speckle amplitude. The reconstructed wavefront is used for inverse Fourier transform to yield a two-dimensional image. A series of speckled images is averaged to form an incoherent image.Finally, the validity of the proposed technique is verified by simulations. From the simulation results, the image quality of the proposed method is better than that of the traditional method in the same amount of measurement. Furthermore,on the premise of the same image quality, the data acquisition amount of the proposed method is 2-3 times as large as that of the traditional method. In other words, compared with that of the traditional method, the data acquisition time of the proposed method is reduced at least by half and the algorithm processing time is less. It can be concluded that the proposed imaging technique can not only improve the efficiency of target reconstruction, but also present a better way of imaging the remote moving targets.
Sheared-beam imaging, which is a nonconventional coherent laser imaging technique, can be used to better solve the problem of taking pictures with high resolution for remote targets through turbulent medium than conventional optical methods. In the previous research on this technique, a target was illuminated by three coherent laser beams that were laterally arranged at the transmitter plane into an L pattern. In order to obtain a high quality image, a series of time-varying scattered signals is collected to reconstruct speckled images of the same object. To overcome atmospheric turbulence, multiple sets of three-beam laser should be emitted, which increases data acquisition time.In this paper, aiming at the quasi real-time problem of conventional sheared beam imaging technique, we use four-beam laser with rectangular distribution instead of the traditional L type sheared three-beam laser to illuminate the target. According to this, we propose a target reconstruction algorithm for four-beam sheared coherent imaging to reconstruct four target images simultaneously in one measurement, which can acquire high quality images by reducing the amount of measurement and the speckle noise. Meanwhile, it can greatly reduce the amount of beam switching in multi-group emission and improve the imaging efficiency. Firstly, the principle of the four-beam sheared coherent imaging technique is deduced. Secondly, in the algorithm, the speckle amplitude and phase difference frames can be extracted accurately by searching for the accurate positions of the beat frequency components. Based on the speckle phase difference frames, four sets of wavefront phases can be demodulated by the least squares method, and wavefront amplitude can be obtained by algebraic operation of speckle amplitude. The reconstructed wavefront is used for inverse Fourier transform to yield a two-dimensional image. A series of speckled images is averaged to form an incoherent image.Finally, the validity of the proposed technique is verified by simulations. From the simulation results, the image quality of the proposed method is better than that of the traditional method in the same amount of measurement. Furthermore,on the premise of the same image quality, the data acquisition amount of the proposed method is 2-3 times as large as that of the traditional method. In other words, compared with that of the traditional method, the data acquisition time of the proposed method is reduced at least by half and the algorithm processing time is less. It can be concluded that the proposed imaging technique can not only improve the efficiency of target reconstruction, but also present a better way of imaging the remote moving targets.
引文
[1]Voelz D G 1995 Proc.SPIE 2566 74
[2]Voelz D G,Belsher J F,Ulibarri A L,Gamiz V 2002Proc.SPIE 4489 35
[3]Rider D B,Voelz D G,Bush K A,Magee E 1993 Proc.SPIE 2029 150
[4]Hutchin R A 1993 Proc.SPIE 2029 161
[5]Voelz D G,Gonglewski J D,Idell P S 1993 Proc.SPIE2029 169
[6]Sica L 1996 Appl.Opt.35 264
[7]Bush K A,Barnard C C,Voelz D G 1996 Proc.SPIE2828 362
[8]Olson D F,Long S M,Ulibarri L J 2000 Proc.SPIE4091 323
[9]Gamiz V L 1994 Proc.SPIE 2302 2
[10]Hutchin R A US Patent 20120292481[2012-11-22]
[11]Hutchin R A US Patent 20120162631[2012-06-28]
[12]Landesman B T,Olson D F 1994 Proc.SPIE 2302 14
[13]Chen M L,Luo X J,Zhang Y,Lan F Y,Liu H,Cao B,Xia A L 2017 Acta Phys.Sin.66 024203(in Chinese)[陈明徕,罗秀娟,张羽,兰富洋,刘辉,曹蓓,夏爱利2017物理学报66 024203]
[14]Landesman B T,Kindilien P,Pierson R E 1997 Opt.Express 1 312
[15]Stahl S M,Kremer R,Fairchild P,Hughes K,Spivey B1996 Proc.SPIE 2847 150
[16]Zebker H A,Lu Y P 1998 J.Opt.Soc.Am.A 15 586
[17]Takajo H,Takahashi T 1988 J.Opt.Soc.Am.A 5 1818
[18]Hudgin R H 1977 J.Opt.Soc.Am.A 67 375
[19]Idell P S,Gonglewski J D 1990 Opt.Lett.15 1309
[20]Cao B,Luo X J,Si Q D,Zeng Z H 2015 Acta Phys.Sin.64 054204(in Chinese)[曹蓓,罗秀娟,司庆丹,曾志红2015物理学报64 054204]
[21]Cao B,Luo X J,Chen M L,Zhang Y 2015 Acta Phys.Sin.64 124205(in Chinese)[曹蓓,罗秀娟,陈明徕,张羽2015物理学报64 124205]
[2]Voelz D G,Belsher J F,Ulibarri A L,Gamiz V 2002Proc.SPIE 4489 35
[3]Rider D B,Voelz D G,Bush K A,Magee E 1993 Proc.SPIE 2029 150
[4]Hutchin R A 1993 Proc.SPIE 2029 161
[5]Voelz D G,Gonglewski J D,Idell P S 1993 Proc.SPIE2029 169
[6]Sica L 1996 Appl.Opt.35 264
[7]Bush K A,Barnard C C,Voelz D G 1996 Proc.SPIE2828 362
[8]Olson D F,Long S M,Ulibarri L J 2000 Proc.SPIE4091 323
[9]Gamiz V L 1994 Proc.SPIE 2302 2
[10]Hutchin R A US Patent 20120292481[2012-11-22]
[11]Hutchin R A US Patent 20120162631[2012-06-28]
[12]Landesman B T,Olson D F 1994 Proc.SPIE 2302 14
[13]Chen M L,Luo X J,Zhang Y,Lan F Y,Liu H,Cao B,Xia A L 2017 Acta Phys.Sin.66 024203(in Chinese)[陈明徕,罗秀娟,张羽,兰富洋,刘辉,曹蓓,夏爱利2017物理学报66 024203]
[14]Landesman B T,Kindilien P,Pierson R E 1997 Opt.Express 1 312
[15]Stahl S M,Kremer R,Fairchild P,Hughes K,Spivey B1996 Proc.SPIE 2847 150
[16]Zebker H A,Lu Y P 1998 J.Opt.Soc.Am.A 15 586
[17]Takajo H,Takahashi T 1988 J.Opt.Soc.Am.A 5 1818
[18]Hudgin R H 1977 J.Opt.Soc.Am.A 67 375
[19]Idell P S,Gonglewski J D 1990 Opt.Lett.15 1309
[20]Cao B,Luo X J,Si Q D,Zeng Z H 2015 Acta Phys.Sin.64 054204(in Chinese)[曹蓓,罗秀娟,司庆丹,曾志红2015物理学报64 054204]
[21]Cao B,Luo X J,Chen M L,Zhang Y 2015 Acta Phys.Sin.64 124205(in Chinese)[曹蓓,罗秀娟,陈明徕,张羽2015物理学报64 124205]